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2-bromo-3-[4-(trifluoromethoxy)phenyl]propionate](data:image/png;base64,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)
| Product Number | 2623-B-X3 |
| Purity | 98 % |
| CAS | 175203-81-3 |
| MDL Number | MFCD00219777 |
| Molecular Formula | C11H10BrF3O3 |
| Molecular Weight | 327.097 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Boiling Point: 100-104 ℃
TSCA: Not listed on TSCA inventory