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)
| Product Number | 4H56-1-210 |
| Synonyms | tert-Butyl 2,5-diazaspiro[3.5]nonane-2-carboxylate |
| Purity | 95 % |
| CAS | 1246034-93-4 |
| MDL Number | MFCD14581200 |
| Molecular Formula | C12H22N2O2 |
| Molecular Weight | 226.32 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-1-210
CAS: 1246034-93-4
Molecule Weight: 226.32
Formula: C12H22N2O2
![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 2,5-diazaspiro[3.4]octane-2-carboxylate](data:image/png;base64,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)
PN: 4H56-1-303
CAS: 1086398-02-8
Molecule Weight: 212.293
Formula: C11H20N2O2
PN: 4H56-1-B5
CAS: 141774-61-0
Molecule Weight: 214.309
Formula: C11H22N2O2
![tert-Butyl N-[(2R)-piperidin-2-ylmethyl]carbamate](data:image/png;base64,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)
PN: 4H56-1-RV
CAS: 139004-96-9
Molecule Weight: 214.309
Formula: C11H22N2O2
![tert-Butyl N-[(2S)-piperidin-2-ylmethyl]carbamate](data:image/png;base64,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)
PN: 4H56-1-S02
CAS: 139004-93-6
Molecule Weight: 214.309
Formula: C11H22N2O2
![5-Boc-2,5-diazaspiro[3.5]nonane oxalate](data:image/png;base64,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)
PN: 4H22-1-28
CAS: 1408076-07-2
Molecule Weight: 316.354
Formula: C14H24N2O6
PN: 4H56-1-R71
CAS: 928025-57-4
Molecule Weight: 228.336
Formula: C12H24N2O2
TSCA: Not listed on TSCA inventory