![7-Bromo-1H-pyrazolo[4,3-c]pyridine](data:image/png;base64,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)
| Product Number | 3H32-9-7B |
| CAS | 1256821-58-5 |
| MDL Number | MFCD18256789 |
| 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