![5-Bromo-1H-pyrazolo[3,4-b]pyridine](data:image/png;base64,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)
| Product Number | 3H32-9-20 |
| CAS | 875781-17-2 |
| MDL Number | MFCD05663982 |
| Molecular Formula | C6H4BrN3 |
| Molecular Weight | 198.023 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory