![4-bromo-1-methyl-pyrazolo[4,3-c]pyridine-6-carboxylic acid](data:image/png;base64,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)
| Product Number | 4H21-9-1U |
| CAS | 2633010-58-7 |
| MDL Number | |
| Molecular Formula | C8H6BrN3O2 |
| Molecular Weight | 256.059 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory