![3-(4-Chloro-3-methylphenoxy)-8-[(dipropylamino)methyl]-7-hydroxy-2-(trifluoromethyl)chromen-4-one](data:image/png;base64,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)
| Product Number | 4H31-7-02 |
| CAS | 685861-44-3 |
| MDL Number | MFCD04066775 |
| Molecular Formula | C24H25ClF3NO4 |
| Molecular Weight | 483.91 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory