| Product Number | 4H56-1-0LL |
| CAS | 929974-12-9 |
| MDL Number | MFCD09702201 |
| Molecular Formula | C14H26N2O2 |
| Molecular Weight | 254.374 |
| Units | Price (USD) | Availability |
|---|
PN: 4H51-1-RC
CAS: 1451390-44-5
Molecule Weight: 254.374
Formula: C14H26N2O2
PN: 4H51-1-SN
CAS: 1449131-15-0
Molecule Weight: 254.374
Formula: C14H26N2O2
PN: 4H56-1-0LL
CAS: 929974-12-9
Molecule Weight: 254.374
Formula: C14H26N2O2
![exo-3-Aminomethyl-8-Boc-8-azabicyclo[3.2.1]octane](data:image/png;base64,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)
PN: 4H56-1-094
CAS: 273207-53-7
Molecule Weight: 240.347
Formula: C13H24N2O2
PN: 4H56-1-935
CAS: 874218-25-4
Molecule Weight: 254.374
Formula: C14H26N2O2
![tert-Butyl 2-amino-6-azaspiro[3.5]nonane-6-carboxylate](data:image/png;base64,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)
PN: 4H56-1-730
CAS: 1363381-69-4
Molecule Weight: 240.347
Formula: C13H24N2O2
![tert-Butyl 2,9-diazaspiro[5.5]undecane-2-carboxylate](data:image/png;base64,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)
PN: 4H56-1-732
CAS: 189333-03-7
Molecule Weight: 254.374
Formula: C14H26N2O2
PN: 4H56-1-R70
CAS: 664364-76-5
Molecule Weight: 213.321
Formula: C12H23NO2
TSCA: Not listed on TSCA inventory