![N'2-Acetyl-5-[(4,5-dichloro-1H-imidazol-1-yl)methyl]furan-2-carbohydrazide](data:image/png;base64,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)
| Product Number | 4H48-5-3N |
| CAS | 650617-53-1 |
| MDL Number | MFCD00097504 |
| Molecular Formula | C11H10Cl2N4O3 |
| Molecular Weight | 317.13 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory