![Ethyl 6-fluoro-2-(difluoromethyl)imidazo[1,2-a]pyridine-3-carboxylate](data:image/png;base64,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)
| Product Number | 4H23-3-3Y |
| CAS | |
| MDL Number | MFCD32689365 |
| Molecular Formula | C11H9F3N2O2 |
| Molecular Weight | 258.2 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 112-114 ℃
TSCA: Not listed on TSCA inventory