![3-Amino-1H-pyrazolo[3,4-c]pyridine](data:image/png;base64,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)
| Product Number | 3H30-1-Z0 |
| Synonyms | 1H-Pyrazolo[3,4-c]pyridin-3-amine; 3-Amino-6-azaindole |
| CAS | 76006-17-2 |
| MDL Number | MFCD11656373 |
| Molecular Formula | C6H6N4 |
| Molecular Weight | 134.142 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 213-214 ℃
TSCA: Not listed on TSCA inventory