![endo-6-(Boc-amino)-3-azabicyclo[3.1.1]heptane](data:image/png;base64,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)
| Product Number | 4H56-1-659 |
| Purity | 97.0 % |
| CAS | 1614256-81-3 |
| MDL Number | MFCD28397628 |
| Molecular Formula | C11H20N2O2 |
| Molecular Weight | 212.293 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-1-659
CAS: 1614256-81-3
Molecule Weight: 212.293
Formula: C11H20N2O2
![7-Boc-3,7-diazabicyclo[4.2.0]octane](data:image/png;base64,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)
PN: 4H56-1-151
CAS: 885271-73-8
Molecule Weight: 212.293
Formula: C11H20N2O2
PN: 4H56-1-749
CAS: 544443-41-6
Molecule Weight: 228.336
Formula: C12H24N2O2
PN: 4H51-1-77
CAS: 883512-77-4
Molecule Weight: 297.443
Formula: C16H31N3O2
PN: 4H56-1-J3
CAS: 142643-29-6
Molecule Weight: 214.309
Formula: C11H22N2O2
![tert-Butyl N-[(3R)-piperidin-3-ylmethyl]carbamate](data:image/png;base64,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)
PN: 4H56-1-RT
CAS: 879275-33-9
Molecule Weight: 214.309
Formula: C11H22N2O2
![tert-Butyl N-[(3S)-piperidin-3-ylmethyl]carbamate](data:image/png;base64,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)
PN: 4H56-1-S03
CAS: 1016167-99-9
Molecule Weight: 214.309
Formula: C11H22N2O2
![3-Boc-3,7-diazabicyclo[4.2.0]octane](data:image/png;base64,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)
PN: 4H56-1-139
CAS: 885271-67-0
Molecule Weight: 212.293
Formula: C11H20N2O2
TSCA: Not listed on TSCA inventory