![2-(4-Methylphenyl)-6-methylimidazole[1,2-a]-pyridine-3-acetic Acid](data:image/png;base64,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)
| Product Number | 4H21-1-39 |
| Purity | 95 % |
| CAS | 189005-44-5 |
| MDL Number | MFCD04114705 |
| 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
EINECS: 606-162-4