![Ethyl 2-(difluoromethyl)imidazo[1,2-a]pyridine-3-carboxylate](data:image/png;base64,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)
| Product Number | 4H23-3-4A |
| CAS | 2451256-48-5 |
| MDL Number | MFCD32689358 |
| Molecular Formula | C11H10F2N2O2 |
| Molecular Weight | 240.21 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory