![Potassium {3-[(1,3-dioxo-2,3-dihydro-1H-isoindol-2-yl)methyl]phenyl}trifluoroboranuide](data:image/png;base64,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)
| Product Number | 8H60-3-55 |
| CAS | |
| MDL Number | MFCD28101498 |
| Molecular Formula | C15H10BF3KNO2 |
| Molecular Weight | 343.15 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory