![Methyl 5-{[2-(2-chloroacetyl)hydrazino]carbonyl}-3-(2,6-dichlorophenyl)isoxazole-4-carboxylate](data:image/png;base64,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)
| Product Number | 4H48-5-5U |
| CAS | 287174-52-1 |
| MDL Number | MFCD00125151 |
| Molecular Formula | C14H10Cl3N3O5 |
| Molecular Weight | 406.6 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory