![Ethyl 3-bromo-8-fluoroimidazo[1,2-a]pyridine-2-carboxylate](data:image/png;base64,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)
| Product Number | 4H23-B-0C |
| CAS | 2379918-40-6 |
| MDL Number | MFCD31745719 |
| Molecular Formula | C10H8BrFN2O2 |
| Molecular Weight | 287.088 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory