![Ethyl 2,7-dimethylimidazo[1,2-a]pyridine-3-carboxylate](data:image/png;base64,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)
| Product Number | 4H23-1-8M |
| CAS | 81448-48-8 |
| MDL Number | MFCD00139510 |
| Molecular Formula | C12H14N2O2 |
| Molecular Weight | 218.256 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory