![Potassium [2-fluoro-5-(trifluoromethoxy)phenyl]trifluoroborate](data:image/png;base64,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)
| Product Number | 6660-3-0K |
| Purity | 95 % |
| CAS | |
| MDL Number | MFCD29075605 |
| Molecular Formula | C7H3BF7KO |
| Molecular Weight | 286 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory