![Ethyl 2-[({amino[3-(2,6-dichlorophenyl)-5-methylisoxazol-4-yl]methylidene}amino)oxy]-2-oxoacetate](data:image/png;base64,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)
| Product Number | 4H47-5-40 |
| CAS | 261633-39-0 |
| MDL Number | MFCD00207942 |
| Molecular Formula | C15H13Cl2N3O5 |
| Molecular Weight | 386.19 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory