![6,9-Diazaspiro[4.5]decane dihydrochloride](data:image/png;base64,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)
| Product Number | 3H31-5-3Y |
| Purity | 97 % |
| CAS | 145122-55-0 |
| MDL Number | MFCD06796600 |
| Molecular Formula | C8H18Cl2N2 |
| Molecular Weight | 213.15 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory