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acid](data:image/png;base64,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)
| Product Number | 2621-7-41 |
| Synonyms | 3-[5-Chloro-2-(trifluoromethoxy)phenyl]propanoic acid |
| CAS | 1092461-23-8 |
| MDL Number | MFCD11519362 |
| Molecular Formula | C10H8ClF3O3 |
| Molecular Weight | 268.62 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory