![[({[(2-Chloro-3-phenylprop-2-enylidene)amino]oxy}carbonyl)amino](2,6-dichlorophenyl)methanone](data:image/png;base64,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)
| Product Number | 4956-5-11 |
| CAS | 680580-30-7 |
| MDL Number | MFCD00112490 |
| Molecular Formula | C17H11Cl3N2O3 |
| Molecular Weight | 397.64 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory