![8-Methyl-2-(trifluoromethyl)imidazo[1,2-a]pyridine-3-carboxylic acid](data:image/png;base64,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)
| Product Number | 4H58-3-5R |
| CAS | 874776-53-1 |
| MDL Number | MFCD03407573 |
| Molecular Formula | C10H7F3N2O2 |
| Molecular Weight | 244.173 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 196-197 ℃
TSCA: Not listed on TSCA inventory