![Ethyl 6-bromo-2-(difluoromethyl)imidazo[1,2-a]pyridine-3-carboxylate](data:image/png;base64,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)
| Product Number | 4H23-B-0V |
| CAS | |
| MDL Number | MFCD32689363 |
| Molecular Formula | C11H9BrF2N2O2 |
| Molecular Weight | 319.106 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 142-144 ℃
TSCA: Not listed on TSCA inventory