![2-Chloro-3-[({[(3,5-dichlorophenyl)methylene]amino}oxy)carbonyl]pyridine](data:image/png;base64,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)
| Product Number | 4H47-5-28 |
| CAS | 254985-35-8 |
| MDL Number | MFCD01934448 |
| Molecular Formula | C13H7Cl3N2O2 |
| Molecular Weight | 329.56 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory