![5-Bromoimidazo[1,2-a]pyridine-2-carboxylic acid](data:image/png;base64,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)
| Product Number | 4H21-9-13 |
| CAS | 1026201-52-4 |
| MDL Number | MFCD11043994 |
| Molecular Formula | C8H5BrN2O2 |
| Molecular Weight | 241.044 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory