![3-(3,4-Dimethylphenoxy)-8-[(dipropylamino)methyl]-7-hydroxy-2-(trifluoromethyl)chromen-4-one](data:image/png;base64,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)
| Product Number | 4H31-3-20 |
| CAS | 685861-32-9 |
| MDL Number | MFCD04066764 |
| Molecular Formula | C25H28F3NO4 |
| Molecular Weight | 463.497 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory