![4-Chloro-1H-pyrazolo[4,3-c]pyridine](data:image/png;base64,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)
| Product Number | 3H32-5-41 |
| Purity | 95 % |
| CAS | 871836-51-0 |
| MDL Number | MFCD11870058 |
| Molecular Formula | C6H4ClN3 |
| Molecular Weight | 153.57 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory