![3-Bromoimidazo[1,2-a]pyridine-7-carboxylic 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)
| Product Number | 4H21-9-X2 |
| Synonyms | 3-Bromo-7-carboxyimidazo[1,2-a]pyridine |
| CAS | 1315360-75-8 |
| MDL Number | MFCD21602377 |
| 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 |
Melting Point: 282-285(dec.) ℃
TSCA: Not listed on TSCA inventory