![N'2-(2-Chlorobenzoyl)-5-[(4,5-dichloro-1H-imidazol-1-yl)methyl]furan-2-carbohydrazide](data:image/png;base64,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)
| Product Number | 4H48-5-2F |
| CAS | 650617-55-3 |
| MDL Number | MFCD00097506 |
| Molecular Formula | C16H11Cl3N4O3 |
| Molecular Weight | 413.64 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory