![1-Methoxy-3-[1,1,2,2-tetrafluoro-2-(4-fluorophenyl)ethoxy]benzene](data:image/png;base64,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)
| Product Number | 2608-3-0C |
| CAS | 2244076-57-9 |
| MDL Number | MFCD31561181 |
| Molecular Formula | C15H11F5O2 |
| Molecular Weight | 318.243 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory