![3-Methyl-1H-pyrazolo[3,4-b]pyridine-5-carboxylic acid](data:image/png;base64,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)
| Product Number | 4H58-1-L7 |
| Purity | 95 % |
| CAS | 1118787-14-6 |
| MDL Number | MFCD11857900 |
| Molecular Formula | C8H7N3O2 |
| Molecular Weight | 177.163 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory