![(9aR)-Octahydropiperazino[2,1-c]morpholine dihydrochloride](data:image/png;base64,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)
| Product Number | 4H56-5-RA |
| Purity | 97.0 % |
| CAS | 1126432-04-9 |
| MDL Number | MFCD27986913 |
| Molecular Formula | C7H16Cl2N2O |
| Molecular Weight | 215.12 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory