![N-[(2,5-Dichloro-3-pyridyl)carbonyl]-N'-(4-methylphenyl)urea](data:image/png;base64,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)
| Product Number | 4H48-5-8K |
| CAS | 680216-67-5 |
| MDL Number | MFCD00221421 |
| Molecular Formula | C14H11Cl2N3O2 |
| Molecular Weight | 324.16 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory