![Ethyl 7-bromoimidazo[1,2-a]pyridine-2-carboxylate](data:image/png;base64,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)
| Product Number | 4H23-9-W2 |
| Synonyms | 7-Bromo-2-(ethoxycarbonyl)imidazo[1,2-a]pyridine |
| CAS | 1187236-18-5 |
| MDL Number | MFCD11505036 |
| Molecular Formula | C10H9BrN2O2 |
| Molecular Weight | 269.098 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory