![N-[(2,6-Dichloro-4-methyl-3-pyridyl)carbonyl]-N'-(2,5-dichlorophenyl)urea](data:image/png;base64,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)
| Product Number | 4H48-5-4U |
| CAS | 286430-79-3 |
| MDL Number | MFCD00124984 |
| Molecular Formula | C14H9Cl4N3O2 |
| Molecular Weight | 393.05 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory