![Ethyl 3-bromo-7-fluoroimidazo[1,2-a]pyridine-2-carboxylate](data:image/png;base64,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)
| Product Number | 4H23-B-0A |
| CAS | 2379918-49-5 |
| MDL Number | MFCD31745721 |
| 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