![3,6-Dibromo-1H-pyrazolo[4,3-c]pyridine](data:image/png;base64,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)
| Product Number | 3H31-9-1G |
| CAS | 1357946-34-9 |
| MDL Number | MFCD22380429 |
| Molecular Formula | C6H3Br2N3 |
| Molecular Weight | 276.919 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory