![6-Fluoro-2-(difluoromethyl)imidazo[1,2-a]pyridine-3-carboxylic acid](data:image/png;base64,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)
| Product Number | 4H21-3-8Y |
| CAS | 2168347-64-4 |
| MDL Number | MFCD32689366 |
| Molecular Formula | C9H5F3N2O2 |
| Molecular Weight | 230.146 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 214-215 ℃
TSCA: Not listed on TSCA inventory