![3-Benzyl-3-azabicyclo[3.1.1]heptan-6-amine](data:image/png;base64,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)
| Product Number | 3H32-1-BH |
| CAS | 1245794-60-8 |
| MDL Number | MFCD19442702 |
| Molecular Formula | C13H18N2 |
| Molecular Weight | 202.301 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H32-1-BH
CAS: 1245794-60-8
Molecule Weight: 202.301
Formula: C13H18N2
PN: 3H30-1-DJ
CAS: 473838-36-7
Molecule Weight: 218.344
Formula: C14H22N2
PN: 3H30-1-3L
CAS: 124257-62-1
Molecule Weight: 204.317
Formula: C13H20N2
![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
![7-Benzyl-1,7-diazaspiro[3.5]nonane](data:image/png;base64,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)
PN: 3H31-1-B6
CAS: 1420897-28-4
Molecule Weight: 216.328
Formula: C14H20N2
![2-Benzyl-2,8-diazadispiro[3.1.3.1]decane](data:image/png;base64,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)
PN: 3H31-3-3Z
CAS: 1823268-79-6
Molecule Weight: 228.339
Formula: C15H20N2
TSCA: Not listed on TSCA inventory
