![3-Bromo-7-chloroimidazo[1,2-a]pyridine](data:image/png;base64,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)
| Product Number | 3H32-D-4Q |
| CAS | 342613-67-6 |
| MDL Number | MFCD11111834 |
| Molecular Formula | C7H4BrClN2 |
| Molecular Weight | 231.48 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory