![6-Bromo-2-(difluoromethyl)imidazo[1,2-a]pyridine-3-carboxylic acid](data:image/png;base64,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)
| Product Number | 4H21-B-1L |
| CAS | |
| MDL Number | MFCD32689364 |
| Molecular Formula | C9H5BrF2N2O2 |
| Molecular Weight | 291.052 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 226-228 ℃
TSCA: Not listed on TSCA inventory