![1,4-Diazabicyclo[4.3.0]nonane](data:image/png;base64,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)
| Product Number | 3H32-1-U7 |
| Synonyms | Octahydropyrrolo[1,2-a]pyrazine |
| CAS | 5654-83-1 |
| MDL Number | MFCD00082600 |
| Molecular Formula | C7H14N2 |
| Molecular Weight | 126.203 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory