![Methyl 2-(trifluoroacetamido)imidazo[1,2-a]pyridine-6-carboxylate](data:image/png;base64,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)
| Product Number | 4H58-3-17 |
| Synonyms | Methyl 2-(2,2,2-Trifluoroacetylamino)-imidazo[1,2-a]pyridine-6-carboxylate |
| Purity | 98 % |
| CAS | 209971-50-6 |
| MDL Number | MFCD04114697 |
| Molecular Formula | C11H8F3N3O3 |
| Molecular Weight | 287.198 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory