![Potassium [4-(benzylamino-1-carbonyl)phenyl]trifluoroborate](data:image/png;base64,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)
| Product Number | 9660-3-01 |
| CAS | 2017555-07-4 |
| MDL Number | MFCD11977718 |
| Molecular Formula | C14H12BF3KNO |
| Molecular Weight | 317.16 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory