| Product Number | 4H48-1-83 |
| CAS | 1281674-64-3 |
| MDL Number | MFCD16497092 |
| Molecular Formula | C11H22N2O2 |
| Molecular Weight | 214.309 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H48-1-83
CAS: 1281674-64-3
Molecule Weight: 214.309
Formula: C11H22N2O2
![endo-3-(Boc-amino)-9-azabicyclo[3.3.1]nonane](data:image/png;base64,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)
PN: 4H56-1-005
CAS: 155560-04-6
Molecule Weight: 240.347
Formula: C13H24N2O2
![tert-Butyl (1R,3s,5S)-9-azabicyclo[3.3.1]nonan-3-ylcarbamate](data:image/png;base64,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)
PN: 4H56-1-297
CAS: 1208530-70-4
Molecule Weight: 240.347
Formula: C13H24N2O2
PN: 4H56-1-B4
CAS: 73874-95-0
Molecule Weight: 200.282
Formula: C10H20N2O2
PN: 4H51-1-39
CAS: 163271-08-7
Molecule Weight: 214.309
Formula: C11H22N2O2
PN: 4H56-1-641
CAS: 1434073-24-1
Molecule Weight: 214.309
Formula: C11H22N2O2
PN: 4H56-1-643
CAS: 1434073-26-3
Molecule Weight: 214.309
Formula: C11H22N2O2
PN: 4H56-1-766
CAS: 952182-04-6
Molecule Weight: 214.309
Formula: C11H22N2O2
TSCA: Not listed on TSCA inventory