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)
| Product Number | 4H56-1-747 |
| Purity | 97.0 % |
| CAS | 198210-17-2 |
| MDL Number | MFCD18249870 |
| Molecular Formula | C12H22N2O2 |
| Molecular Weight | 226.32 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-1-747
CAS: 198210-17-2
Molecule Weight: 226.32
Formula: C12H22N2O2
![8-Amino-3-boc-3-azabicyclo[3.2.1]octane](data:image/png;base64,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)
PN: 4H56-1-685
CAS: 1330763-51-3
Molecule Weight: 226.32
Formula: C12H22N2O2
![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
![tert-Butyl 1,8-diazaspiro[4.5]decane-1-carboxylate](data:image/png;base64,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)
PN: 4H56-1-942
CAS: 885279-92-5
Molecule Weight: 240.347
Formula: C13H24N2O2
![exo-3-(Boc-amino)-8-azabicyclo[3.2.1]octane](data:image/png;base64,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)
PN: 4H56-1-NL
CAS: 132234-68-5
Molecule Weight: 226.32
Formula: C12H22N2O2
PN: 4H56-1-749
CAS: 544443-41-6
Molecule Weight: 228.336
Formula: C12H24N2O2
![1,9-Diazaspiro[5.5]undecane hydrochloride, N1-Boc 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)
PN: 4H48-5-Y3
CAS: 1228182-67-9
Molecule Weight: 290.83
Formula: C14H27ClN2O2
![tert-Butyl 1,9-diazaspiro[5.5]undecane-1-carboxylate](data:image/png;base64,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)
PN: 4H56-1-944
CAS: 1158750-00-5
Molecule Weight: 254.374
Formula: C14H26N2O2
TSCA: Not listed on TSCA inventory