![(6-Chloro-2-methylimidazo[1,2-b]pyridazin-3-yl)(4-chlorophenyl)methanone](data:image/png;base64,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)
| Product Number | 4H17-5-47 |
| CAS | 219864-26-3 |
| MDL Number | MFCD00117561 |
| Molecular Formula | C14H9Cl2N3O |
| Molecular Weight | 306.15 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory