![4,5,6,7-Tetrahydro-2H-pyrazolo[4,3-c]pyridine dihydrochloride](data:image/png;base64,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)
| Product Number | 3H31-5-3Z |
| Purity | 97 % |
| CAS | 157327-44-1 |
| MDL Number | MFCD13368261 |
| Molecular Formula | C6H11Cl2N3 |
| Molecular Weight | 196.08 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory