![Potassium trifluoro(3-phenylbicyclo[2.2.1]hept-2-yl)borate](data:image/png;base64,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)
| Product Number | 5660-3-04 |
| CAS | 1844890-90-9 |
| MDL Number | MFCD29924119 |
| Molecular Formula | C13H15BF3K |
| Molecular Weight | 278.17 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory