![3-Iodo-1H-pyrazolo[3,4-c]pyridine-5-carbonitrile](data:image/png;base64,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)
| Product Number | 3H37-H-02 |
| CAS | 633328-51-5 |
| MDL Number | MFCD13177855 |
| Molecular Formula | C7H3IN4 |
| Molecular Weight | 270.033 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory