![5-Fluoroimidazo[1,2-a]pyridine-2-carboxaldehyde](data:image/png;base64,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)
| Product Number | 4H15-3-Z1 |
| Synonyms | 5-Fluoro-2-formylimidazo[1,2-a]pyridine |
| CAS | 878197-67-2 |
| MDL Number | MFCD11656369 |
| Molecular Formula | C8H5FN2O |
| Molecular Weight | 164.139 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory