![3-Bromoimidazo[1,2-b]pyridazin-6-ylamine](data:image/png;base64,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)
| Product Number | 3H30-9-3L |
| Purity | 95 % |
| CAS | 1260850-70-1 |
| MDL Number | |
| Molecular Formula | C6H5BrN4 |
| Molecular Weight | 213.038 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory