![Ethyl 2-({(2,6-dichlorophenyl)[({[(2,6-dichloro-4-pyridyl)amino]carbonyl}oxy)imino]methyl}amino)acetate](data:image/png;base64,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)
| Product Number | 4H41-5-26 |
| CAS | 287174-67-8 |
| MDL Number | MFCD00125167 |
| Molecular Formula | C17H14Cl4N4O4 |
| Molecular Weight | 480.12 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory