![3,5-Dibromo-1H-pyrazolo[3,4-b]pyridine](data:image/png;base64,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)
| Product Number | 3H31-9-1K |
| CAS | 1352395-84-6 |
| MDL Number | MFCD20923265 |
| 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