![N'4-[(5,7-Dimethyl-4-oxo-4H-chromen-3-yl)methylidene]-2,6-dichloropyridine-4-carbohydrazide](data:image/png;base64,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)
| Product Number | 4H39-5-36 |
| CAS | 286439-88-1 |
| MDL Number | MFCD00124809 |
| Molecular Formula | C18H13Cl2N3O3 |
| Molecular Weight | 390.22 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory