![Ethyl 3-bromo-6-fluoroimidazo[1,2-a]pyridine-2-carboxylate](data:image/png;base64,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)
| Product Number | 4H58-B-24 |
| CAS | 1427460-92-1 |
| MDL Number | MFCD23159158 |
| 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 |
Melting Point: 52-55 ℃
TSCA: Not listed on TSCA inventory