![4-Chloro-1,3-dimethyl-1H-pyrazolo[3,4-b]pyridine-5-carboxamide](data:image/png;base64,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)
| Product Number | 4H48-5-78 |
| CAS | 175201-98-6 |
| MDL Number | MFCD00067963 |
| Molecular Formula | C9H9ClN4O |
| Molecular Weight | 224.65 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory