![N5-(4-Chlorophenyl)-4-chloro-1,3-dimethyl-1H-pyrazolo[3,4-b]pyridine-5-carboxamide](data:image/png;base64,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)
| Product Number | 4H48-5-3D |
| CAS | 649664-85-7 |
| MDL Number | MFCD00123123 |
| Molecular Formula | C15H12Cl2N4O |
| Molecular Weight | 335.19 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory