![[1-(Ethoxycarbonyl)cyclopropyl]tris(phenyl)phosphonium tetrafluoroborate](data:image/png;base64,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)
| Product Number | 6676-3-01 |
| Purity | 98 % |
| CAS | 52186-89-7 |
| MDL Number | MFCD00051879 |
| Molecular Formula | C24H24BF4O2P |
| Molecular Weight | 462.23 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 173-179 ℃
TSCA: Not listed on TSCA inventory
HTN: 2931.90.3000