| Product Number | 3H30-1-SJ |
| Purity | 95 % |
| CAS | 229323-07-3 |
| MDL Number | MFCD07369980 |
| Molecular Formula | C12H18N2 |
| Molecular Weight | 190.29 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H30-1-H2
CAS: 93138-61-5
Molecule Weight: 190.29
Formula: C12H18N2
PN: 3H30-1-SJ
CAS: 229323-07-3
Molecule Weight: 190.29
Formula: C12H18N2
![cis-2-Benzyloctahydropyrrolo[3,4-c]pyrrole](data:image/png;base64,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)
PN: 3H31-1-6D
CAS: 172739-04-7
Molecule Weight: 202.301
Formula: C13H18N2
![2-Benzyloctahydropyrrolo[3,4-c]pyrrole](data:image/png;base64,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)
PN: 3H31-1-AS
CAS: 86732-22-1
Molecule Weight: 202.301
Formula: C13H18N2
![2-Benzyl-2,7-diazaspiro[4.4]nonane](data:image/png;base64,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)
PN: 3H32-1-AP
CAS: 885275-27-4
Molecule Weight: 216.328
Formula: C14H20N2
![3-Benzyl-3-azabicyclo[3.1.0]hexan-6-amine](data:image/png;base64,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)
PN: 3H30-1-EM
CAS: 155748-81-5
Molecule Weight: 188.274
Formula: C12H16N2
![2-Benzyl-2,8-diazaspiro[4.5]decane](data:image/png;base64,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)
PN: 3H31-1-5M
CAS: 867009-61-8
Molecule Weight: 230.355
Formula: C15H22N2
![8-Benzyl-2,8-diazaspiro[4.5]decane](data:image/png;base64,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)
PN: 3H31-1-Y4
CAS: 336191-15-2
Molecule Weight: 230.355
Formula: C15H22N2
TSCA: Not listed on TSCA inventory