![1-[2-(Benzyloxy)-5-fluorophenyl]-2-bromo-3-[4-(trifluoromethyl)phenyl]propan-1-one](data:image/png;base64,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)
| Product Number | 2817-B-00 |
| CAS | 298186-76-2 |
| MDL Number | MFCD00277923 |
| Molecular Formula | C23H17BrF4O2 |
| Molecular Weight | 481.285 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory