![4-Chloro-1,3-dimethylpyrazolo[3,4-b]pyridine-5-carbonyl chloride](data:image/png;base64,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)
| Product Number | 4H16-5-15 |
| CAS | 175201-95-3 |
| MDL Number | MFCD00067960 |
| Molecular Formula | C9H7Cl2N3O |
| Molecular Weight | 244.08 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory