![7-Bromo-1H-pyrazolo[4,3-b]pyridine](data:image/png;base64,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)
| Product Number | 3H32-9-23 |
| Purity | 98 % |
| CAS | 1256806-33-3 |
| MDL Number | MFCD16659577 |
| 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