![8-Bromo-1,8a-dihydroimidazo[1,2-a]pyridine-2-carbonyl chloride](data:image/png;base64,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)
| Product Number | 4H16-D-05 |
| Purity | 95.0 % |
| CAS | 1984062-79-4 |
| MDL Number | MFCD28399021 |
| Molecular Formula | C8H6BrClN2O |
| Molecular Weight | 261.5 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory