![2,7-Dimethylimidazo[1,2-a]pyridine-3-carboxylic acid](data:image/png;base64,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)
| Product Number | 4H21-1-M4 |
| CAS | 81438-53-1 |
| MDL Number | MFCD00139513 |
| Molecular Formula | C10H10N2O2 |
| Molecular Weight | 190.202 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 169-171 ℃
TSCA: Not listed on TSCA inventory