![N-(2,6-Dichloro-4-pyridyl)-N'-{2-[(3,5-dichloro-4-pyridyl)thio]phenyl}urea](data:image/png;base64,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)
| Product Number | 8H66-5-1N |
| CAS | 266692-00-6 |
| MDL Number | MFCD00204325 |
| Molecular Formula | C17H10Cl4N4OS |
| Molecular Weight | 460.15 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory