![Ethyl 2-hydroxyimidazo[1,2-a]pyridine-3-carboxylate](data:image/png;base64,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)
| Product Number | 4H29-1-4A |
| Purity | 95 % |
| CAS | 27124-44-3 |
| MDL Number | MFCD26404011 |
| Molecular Formula | C10H10N2O3 |
| Molecular Weight | 206.201 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory