![[2,6-Bis(trifluoromethyl)pyridin-4-yl]boronic acid](data:image/png;base64,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)
| Product Number | 8H60-3-22 |
| CAS | 1653975-45-1 |
| MDL Number | MFCD22545899 |
| Molecular Formula | C7H4BF6NO2 |
| Molecular Weight | 258.91 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory