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)
| Product Number | 4H21-1-A1 |
| Synonyms | 7-Carboxyimidazo[1,2-a]pyridine |
| CAS | 648423-85-2 |
| MDL Number | MFCD09834781 |
| Molecular Formula | C8H6N2O2 |
| Molecular Weight | 162.148 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 244-247 ℃
TSCA: Not listed on TSCA inventory