![tert-Butyl 5,8-diazaspiro[3.5]nonane-5-carboxylate](data:image/png;base64,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)
| Product Number | 4H56-1-743 |
| Purity | 97.0 % |
| CAS | 886766-34-3 |
| MDL Number | MFCD08685934 |
| Molecular Formula | C12H22N2O2 |
| Molecular Weight | 226.32 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-1-743
CAS: 886766-34-3
Molecule Weight: 226.32
Formula: C12H22N2O2
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-UX
CAS: 674792-06-4
Molecule Weight: 242.363
Formula: C13H26N2O2
![tert-Butyl 5,8-diazaspiro[3.5]nonane-8-carboxylate](data:image/png;base64,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)
PN: 4H56-1-741
CAS: 886766-31-0
Molecule Weight: 226.32
Formula: C12H22N2O2
![tert-Butyl 4,7-diazaspiro[2.5]octane-4-carboxylate](data:image/png;base64,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)
PN: 4H56-1-01P
CAS: 674792-08-6
Molecule Weight: 212.293
Formula: C11H20N2O2
PN: 4H56-1-TN
CAS: 325145-35-5
Molecule Weight: 214.309
Formula: C11H22N2O2
PN: 4H56-1-0FG
CAS: 393781-70-9
Molecule Weight: 214.309
Formula: C11H22N2O2
TSCA: Not listed on TSCA inventory