![3-Bromo-6-chloroimidazo[1,2-b]pyridazine](data:image/png;base64,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)
| Product Number | 3H32-D-Y1 |
| Purity | 98 % |
| CAS | 13526-66-4 |
| MDL Number | MFCD09027274 |
| Molecular Formula | C6H3BrClN3 |
| Molecular Weight | 232.47 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 122-126 ℃
TSCA: Not listed on TSCA inventory