![2-Chloro-4-[({[(3-chloro-4-fluorophenyl)methylene]amino}oxy)carbonyl]-6-methoxypyridine](data:image/png;base64,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)
| Product Number | 4H56-7-40 |
| CAS | 680215-43-4 |
| MDL Number | MFCD02090153 |
| Molecular Formula | C14H9Cl2FN2O3 |
| Molecular Weight | 343.14 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory