![[2-(4-Fluoro-3-methylphenyl)-6-methylimidazo[1,2-a]pyridin-3-yl]acetic acid](data:image/png;base64,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)
| Product Number | 4H21-3-1L |
| CAS | 1017194-71-6 |
| MDL Number | MFCD09886018 |
| Molecular Formula | C17H15FN2O2 |
| Molecular Weight | 298.317 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory