![3-Iodo-1H-pyrazolo[3,4-c]pyridine](data:image/png;base64,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)
| Product Number | 3H31-H-X1 |
| Synonyms | 3-Iodo-6-azaindazole |
| CAS | 1082040-63-8 |
| MDL Number | MFCD11845480 |
| Molecular Formula | C6H4IN3 |
| Molecular Weight | 245.023 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory