![6-Ethynyl-1H-pyrazolo[4,3-c]pyridine](data:image/png;base64,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)
| Product Number | 3H32-1-1G |
| Synonyms | (1H-Pyrazolo[4,3-c]pyridin-6-yl)acetylene; 6-Ethynyl-5-azaindazole |
| CAS | 1374652-76-2 |
| MDL Number | MFCD22380516 |
| Molecular Formula | C8H5N3 |
| Molecular Weight | 143.149 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory