![3-Bromo-5-nitro-1H-pyrazolo[3,4-b]pyridine](data:image/png;base64,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)
| Product Number | 4H55-9-17 |
| CAS | 1186608-83-2 |
| MDL Number | MFCD13193610 |
| Molecular Formula | C6H3BrN4O2 |
| Molecular Weight | 243.02 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory