![3,9-Diazabicyclo[3.3.1]nonane, N9-Boc protected hydrochloride](data:image/png;base64,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)
| Product Number | 4H56-5-AK |
| Synonyms | tert-Butyl 3,9-diazabicyclo[3.3.1]nonane-9-carboxylate hydrochloride |
| CAS | 1980065-31-3 |
| MDL Number | MFCD28348647 |
| Molecular Formula | C12H23ClN2O2 |
| Molecular Weight | 262.78 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-5-AK
CAS: 1980065-31-3
Molecule Weight: 262.78
Formula: C12H23ClN2O2
![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
![3,8-Diazabicyclo[3.2.1]octane-8-carboxylic acid tert-butyl ester](data:image/png;base64,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)
PN: 4H56-1-313
CAS: 149771-44-8
Molecule Weight: 212.293
Formula: C11H20N2O2
PN: 4H56-1-838
CAS: 858671-91-7
Molecule Weight: 212.293
Formula: C11H20N2O2
PN: 4H56-5-RU
CAS: 1217449-00-7
Molecule Weight: 264.79
Formula: C12H25ClN2O2
PN: 4H56-5-SU
CAS: 1217478-55-1
Molecule Weight: 264.79
Formula: C12H25ClN2O2
PN: 4H56-1-172
CAS: 1000931-58-7
Molecule Weight: 240.347
Formula: C13H24N2O2
![tert-Butyl 1,8-diazaspiro[5.5]undecane-1-carboxylate](data:image/png;base64,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)
PN: 4H56-1-733
CAS: 960294-18-2
Molecule Weight: 254.374
Formula: C14H26N2O2
TSCA: Not listed on TSCA inventory