![Potassium [2-(trifluoromethoxy)benzyl]trifluoroborate](data:image/png;base64,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)
| Product Number | 6660-3-1N |
| CAS | |
| MDL Number | MFCD18713040 |
| Molecular Formula | C8H6BF6KO |
| Molecular Weight | 282.03 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory