![(2,6-Dichloro-4-methylpyridin-3-yl){[({[(2,6-dichlorophenyl)methylene]amino}oxy)carbonyl]amino}methanone](data:image/png;base64,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)
| Product Number | 4H51-5-52 |
| CAS | 286436-07-5 |
| MDL Number | MFCD00207246 |
| Molecular Formula | C15H9Cl4N3O3 |
| Molecular Weight | 421.06 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory