![N-[(2,6-Dichloro-4-pyridyl)carbonyl]-N'-morpholinourea](data:image/png;base64,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)
| Product Number | 4H48-5-5H |
| CAS | 287923-88-0 |
| MDL Number | MFCD00125083 |
| Molecular Formula | C11H12Cl2N4O3 |
| Molecular Weight | 319.14 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory