![2-(Difluoromethyl)-6-methylimidazo[1,2-a]pyridine-3-carboxylic acid](data:image/png;base64,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)
| Product Number | 4H21-3-9C |
| CAS | |
| MDL Number | MFCD32708467 |
| Molecular Formula | C10H8F2N2O2 |
| Molecular Weight | 226.183 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 211-213 ℃
TSCA: Not listed on TSCA inventory