![Ethyl 7-methyl-2-phenylimidazo[1,2-a]pyridine-3-carboxylate](data:image/png;base64,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)
| Product Number | 4H23-1-V6 |
| CAS | 137997-34-3 |
| MDL Number | MFCD00139522 |
| Molecular Formula | C17H16N2O2 |
| Molecular Weight | 280.327 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory