![5-Bromo-3-iodo-1H-pyrazolo[3,4-b]pyridine](data:image/png;base64,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)
| Product Number | 3H32-S-02 |
| CAS | 875781-18-3 |
| MDL Number | MFCD09878697 |
| Molecular Formula | C6H3BrIN3 |
| Molecular Weight | 323.919 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory