![Potassium [4-fluoro-3-(trifluoromethyl)phenyl]trifluoroborate](data:image/png;base64,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)
| Product Number | 6660-3-94 |
| Purity | 95 % |
| CAS | |
| MDL Number | MFCD18861575 |
| Molecular Formula | C7H3BF7K |
| Molecular Weight | 270 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory