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acid](data:image/png;base64,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)
| Product Number | 4H21-1-Y1 |
| Synonyms | 2-Carboxypyrazolo[1,5-a]pyridine |
| Purity | 97.0 % |
| CAS | 63237-88-7 |
| MDL Number | MFCD06739057 |
| 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: 191-193 ℃
TSCA: Not listed on TSCA inventory