![1H-Pyrazolo[4,3-c]pyridine](data:image/png;base64,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)
| Product Number | 3H32-1-G3 |
| Synonyms | 5-Aza-1H-indazole |
| Purity | 95 % |
| CAS | 271-52-3 |
| MDL Number | MFCD11846327 |
| Molecular Formula | C6H5N3 |
| Molecular Weight | 119.127 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory