![Ethyl 6-bromo-8-methyl-2-(difluoromethyl)imidazo[1,2-a]pyridine-3-carboxylate](data:image/png;base64,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)
| Product Number | 4H23-B-0M |
| CAS | |
| MDL Number | MFCD32689376 |
| Molecular Formula | C12H11BrF2N2O2 |
| Molecular Weight | 333.133 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 124-127 ℃
TSCA: Not listed on TSCA inventory