![4-Bromo-1H-pyrazolo[4,3-c]pyridine](data:image/png;base64,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)
| Product Number | 3H31-9-1J |
| Purity | 95 % |
| CAS | 1159829-63-6 |
| MDL Number | MFCD12401001 |
| 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