![Ethyl 8-chloro-6-(trifluoromethyl)imidazo[1,2-a]pyridine-2-carboxylate](data:image/png;base64,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)
| Product Number | 4H23-7-Y8 |
| Synonyms | 8-Chloro-2-(ethoxycarbonyl)-6-(trifluoromethyl)imidazo[1,2-a]pyridine |
| CAS | 353258-31-8 |
| MDL Number | MFCD01833013 |
| Molecular Formula | C11H8ClF3N2O2 |
| Molecular Weight | 292.64 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 132-134 ℃
TSCA: Not listed on TSCA inventory