![(1R,6S)-rel-3-Boc-1-methyl-3,7-diazabicyclo[4.2.0]octane](data:image/png;base64,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)
| Product Number | 4H56-1-178 |
| Synonyms | tert-Butyl (1R,6S)-1-methyl-3,7-diazabicyclo[4.2.0]octane-3-carboxylate |
| CAS | 1250994-64-9 |
| MDL Number | MFCD17016516 |
| Molecular Formula | C12H22N2O2 |
| Molecular Weight | 226.32 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
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)
PN: 4H56-1-139
CAS: 885271-67-0
Molecule Weight: 212.293
Formula: C11H20N2O2
PN: 4H56-1-178
CAS: 1250994-64-9
Molecule Weight: 226.32
Formula: C12H22N2O2
![(1R,6R)-rel-3-Boc-5,5-dimethyl-3,7-diazabicyclo[4.2.0]octane](data:image/png;base64,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)
PN: 4H56-1-179
CAS: 1251021-71-2
Molecule Weight: 240.347
Formula: C13H24N2O2
![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: 4H56-1-787
CAS: 1242240-00-1
Molecule Weight: 242.363
Formula: C13H26N2O2
![2,6-Diazaspiro[3.5]nonane-6-carboxylic acid 1,1-dimethylethyl ester hydrochloride](data:image/png;base64,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)
PN: 4H56-5-AT
CAS: 1279844-25-5
Molecule Weight: 262.78
Formula: C12H23ClN2O2
![tert-Butyl 3,7-diazabicyclo[3.3.1]nonane-3-carboxylate hydrochloride](data:image/png;base64,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)
PN: 4H51-5-02
CAS: 1523617-92-6
Molecule Weight: 262.78
Formula: C12H23ClN2O2
![[3-(N-Methyl)aminomethyl, N-Boc protected]piperidine](data:image/png;base64,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)
PN: 4H51-1-78
CAS: 169750-76-9
Molecule Weight: 228.336
Formula: C12H24N2O2
TSCA: Not listed on TSCA inventory