![3-Bromo-6-fluoroimidazo[1,2-a]pyridine](data:image/png;base64,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)
| Product Number | 3H32-B-Z0 |
| CAS | 1186405-11-7 |
| MDL Number | MFCD12827770 |
| Molecular Formula | C7H4BrFN2 |
| Molecular Weight | 215.025 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 141-142 ℃
TSCA: Not listed on TSCA inventory