![5-Bromo-3-methoxy-1H-pyrazolo[3,4-b]pyridine](data:image/png;base64,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)
| Product Number | 4H56-9-78 |
| CAS | 1363381-82-1 |
| MDL Number | MFCD22566115 |
| Molecular Formula | C7H6BrN3O |
| Molecular Weight | 228.049 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory