![3-Chloroimidazo[1,2-a]pyridine-2-carboxylic acid](data:image/png;base64,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)
| Product Number | 4H21-5-X3 |
| Synonyms | 2-Carboxy-3-chloroimidazo[1,2-a]pyridine |
| CAS | 1000017-94-6 |
| MDL Number | MFCD09836169 |
| Molecular Formula | C8H5ClN2O2 |
| Molecular Weight | 196.59 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 198.5-202 ℃
TSCA: Not listed on TSCA inventory