![[6-Chloro-2-(1,1,2,2,2-pentafluoroethyl)pyridin-3-yl]boronic acid](data:image/png;base64,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)
| Product Number | 8H60-7-03 |
| CAS | |
| MDL Number | MFCD23382279 |
| Molecular Formula | C7H4BClF5NO2 |
| Molecular Weight | 275.37 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory