![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 |
![(R)-1,4-Diazabicyclo[4.3.0]nonane](data:image/png;base64,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)
PN: G311-A-10
CAS: 96193-27-0
Molecule Weight: 126.203
Formula: C7H14N2
PN: 3H32-1-U7
CAS: 5654-83-1
Molecule Weight: 126.203
Formula: C7H14N2
![(S)-1,4-Diazabicyclo[4.3.0]nonane](data:image/png;base64,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)
PN: 3H32-1-J6
CAS: 93643-24-4
Molecule Weight: 126.203
Formula: C7H14N2
![(s)-1,4-Diazabicyclo[4.3.0]nonane hydrobromide](data:image/png;base64,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)
PN: 3H31-9-S0
CAS: 150208-84-7
Molecule Weight: 288.027
Formula: C7H16Br2N2
PN: 3H32-1-LY
CAS: 121053-95-0
Molecule Weight: 156.273
Formula: C9H20N2
PN: 3H32-1-RA
CAS: 155726-05-9
Molecule Weight: 182.311
Formula: C11H22N2
PN: 3H32-1-SA
CAS: 84466-85-3
Molecule Weight: 182.311
Formula: C11H22N2
PN: 3H32-1-LQ
CAS: 112906-37-3
Molecule Weight: 168.284
Formula: C10H20N2
TSCA: Not listed on TSCA inventory