![7-Chloro-1H-pyrazolo[3,4-c]pyridine](data:image/png;base64,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)
| Product Number | 3H32-5-12 |
| CAS | 76006-11-6 |
| MDL Number | MFCD09265710 |
| 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