| Product Number | 4H56-1-838 |
| CAS | 858671-91-7 |
| MDL Number | MFCD18249863 |
| Molecular Formula | C11H20N2O2 |
| Molecular Weight | 212.293 |
| Units | Price (USD) | Availability |
|---|
PN: 4H56-1-838
CAS: 858671-91-7
Molecule Weight: 212.293
Formula: C11H20N2O2
![7-Boc-2,7-diazabicyclo[4.2.0]octane](data:image/png;base64,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)
PN: 4H56-1-691
CAS: 1251004-33-7
Molecule Weight: 212.293
Formula: C11H20N2O2
PN: 4H56-1-172
CAS: 1000931-58-7
Molecule Weight: 240.347
Formula: C13H24N2O2
PN: 4H51-1-S9
CAS: 1163286-38-1
Molecule Weight: 242.363
Formula: C13H26N2O2
PN: 4H51-1-3V
CAS: 1150618-39-5
Molecule Weight: 214.309
Formula: C11H22N2O2
PN: 4H51-1-R9
CAS: 1163285-65-1
Molecule Weight: 228.336
Formula: C12H24N2O2
![tert-Butyl 3,6-diazabicyclo[3.1.1]heptane-3-carboxylate](data:image/png;base64,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)
PN: 4H56-1-680
CAS: 1251017-66-9
Molecule Weight: 198.266
Formula: C10H18N2O2
![3,9-Diaza-bicyclo[3.3.1]nonane-9-carboxylic acid tert-butyl ester](data:image/png;base64,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)
PN: 4H56-1-373
CAS: 941295-31-4
Molecule Weight: 226.32
Formula: C12H22N2O2
TSCA: Not listed on TSCA inventory