![(2,6-Dichloropyridin-4-yl)methyl N-[3-(2,6-dichlorophenyl)-5-methylisoxazol-4-yl]carbamate](data:image/png;base64,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)
| Product Number | 4H56-5-P7 |
| CAS | 261622-75-7 |
| MDL Number | MFCD00207908 |
| Molecular Formula | C17H11Cl4N3O3 |
| Molecular Weight | 447.09 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory