![Potassium [4-(acetyloxy)-3,5-bis(propan-2-yl)phenyl]trifluoroboranuide](data:image/png;base64,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)
| Product Number | 6760-3-06 |
| CAS | |
| MDL Number | MFCD28101513 |
| Molecular Formula | C14H19BF3KO2 |
| Molecular Weight | 326.21 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory