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)
| Product Number | 4H56-1-0K4 |
| CAS | 1086394-72-0 |
| MDL Number | MFCD11223504 |
| Molecular Formula | C16H22N2O2 |
| Molecular Weight | 274.364 |
| Units | Price (USD) | Availability |
|---|
PN: 4H56-1-0K4
CAS: 1086394-72-0
Molecule Weight: 274.364
Formula: C16H22N2O2
![2-Cbz-2,7-diazaspiro[4.4]nonane](data:image/png;base64,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)
PN: 4H56-1-131
CAS: 1086394-74-2
Molecule Weight: 260.337
Formula: C15H20N2O2
![2-Cbz-2,8-diazaspiro[5.5]undecane](data:image/png;base64,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)
PN: 4H56-1-0K3
CAS: 1086394-63-9
Molecule Weight: 288.391
Formula: C17H24N2O2
![Benzyl 2,9-diazaspiro[5.5]undecane-9-carboxylate](data:image/png;base64,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)
PN: 4H56-1-824
CAS: 1630907-21-9
Molecule Weight: 288.391
Formula: C17H24N2O2
PN: 4H51-1-82
CAS: 315717-76-1
Molecule Weight: 248.326
Formula: C14H20N2O2
PN: 4H56-1-R06
CAS: 1217977-11-1
Molecule Weight: 248.326
Formula: C14H20N2O2
PN: 4H56-1-S14
CAS: 1217977-05-3
Molecule Weight: 248.326
Formula: C14H20N2O2
![1-Cbz-1,8-diazaspiro[4.5]decane hydrochloride](data:image/png;base64,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)
PN: 4H48-5-B0
CAS: 1385696-68-3
Molecule Weight: 310.82
Formula: C16H23ClN2O2
TSCA: Not listed on TSCA inventory