![Potassium [4-(pyrrolidine-1-carbonyl)phenyl]trifluoroborate](data:image/png;base64,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)
| Product Number | 9H60-3-00 |
| CAS | 1983205-51-1 |
| MDL Number | MFCD20527094 |
| Molecular Formula | C11H12BF3KNO |
| Molecular Weight | 281.13 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory