| Product Number | 4H56-1-749 |
| Purity | 97.0 % |
| CAS | 544443-41-6 |
| MDL Number | MFCD22035527 |
| Molecular Formula | C12H24N2O2 |
| Molecular Weight | 228.336 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-1-749
CAS: 544443-41-6
Molecule Weight: 228.336
Formula: C12H24N2O2
PN: 4H51-1-39
CAS: 163271-08-7
Molecule Weight: 214.309
Formula: C11H22N2O2
PN: 4H56-1-B4
CAS: 73874-95-0
Molecule Weight: 200.282
Formula: C10H20N2O2
![endo-6-(Boc-amino)-3-azabicyclo[3.1.1]heptane](data:image/png;base64,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)
PN: 4H56-1-659
CAS: 1614256-81-3
Molecule Weight: 212.293
Formula: C11H20N2O2
PN: 4H56-1-06C
CAS: 888944-67-0
Molecule Weight: 270.417
Formula: C15H30N2O2
PN: 4H56-1-44
CAS: 108612-54-0
Molecule Weight: 214.309
Formula: C11H22N2O2
![8-(Boc-amino)-3-azabicyclo[3.2.1]octane](data:image/png;base64,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)
PN: 4H56-1-747
CAS: 198210-17-2
Molecule Weight: 226.32
Formula: C12H22N2O2
PN: 4H56-1-383
CAS: 313977-45-6
Molecule Weight: 228.336
Formula: C12H24N2O2
TSCA: Not listed on TSCA inventory