![Methyl 2-[2-(trifluoromethyl)phenyl]imidazo[1,2-a]pyridine-6-carboxylate](data:image/png;base64,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)
| Product Number | 4H23-3-0G |
| CAS | 1051397-21-7 |
| MDL Number | MFCD30481184 |
| Molecular Formula | C16H11F3N2O2 |
| Molecular Weight | 320.271 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory