![Ethyl 6,8-dichloro-2-(difluoromethyl)imidazo[1,2-a]pyridine-3-carboxylate](data:image/png;base64,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)
| Product Number | 4H23-7-0T |
| CAS | |
| MDL Number | MFCD32689380 |
| Molecular Formula | C11H8Cl2F2N2O2 |
| Molecular Weight | 309.09 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 123-126 ℃
TSCA: Not listed on TSCA inventory