![3-Bromo-6-chloro-2-(4-chlorophenyl)imidazo[1,2-b]pyridazine](data:image/png;base64,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)
| Product Number | 3H32-D-42 |
| CAS | 951625-71-1 |
| MDL Number | MFCD09832526 |
| Molecular Formula | C12H6BrCl2N3 |
| Molecular Weight | 343.01 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory