![Potassium [4-(furfurylamino-1-carbonyl)phenyl]trifluoroborate](data:image/png;base64,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)
| Product Number | 9H60-3-01 |
| CAS | 2017555-09-6 |
| MDL Number | MFCD11977716 |
| Molecular Formula | C12H10BF3KNO2 |
| Molecular Weight | 307.12 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory