![tert-Butyl N-[(4-hydroxypiperidin-4-yl)methyl]carbamate](data:image/png;base64,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)
| Product Number | 4H56-1-752 |
| Purity | 97.0 % |
| CAS | 177948-02-6 |
| MDL Number | MFCD09753931 |
| Molecular Formula | C11H22N2O3 |
| Molecular Weight | 230.308 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-1-752
CAS: 177948-02-6
Molecule Weight: 230.308
Formula: C11H22N2O3
PN: P311-A-06
CAS: 135632-53-0
Molecule Weight: 214.309
Formula: C11H22N2O2
PN: 4H56-5-1B
CAS: 1158759-03-5
Molecule Weight: 264.79
Formula: C12H25ClN2O2
![tert-Butyl N-{[4-(hydroxymethyl)piperidin-4-yl]methyl}carbamate](data:image/png;base64,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)
PN: 4H56-1-750
CAS: 493026-47-4
Molecule Weight: 244.335
Formula: C12H24N2O3
![tert-Butyl N-[(3-hydroxypyrrolidin-3-yl)methyl]carbamate](data:image/png;base64,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)
PN: 4H56-1-751
CAS: 125033-59-2
Molecule Weight: 216.281
Formula: C10H20N2O3
PN: 4H56-1-0MJ
CAS: 138022-04-5
Molecule Weight: 228.336
Formula: C12H24N2O2
![tert-Butyl 2,7-diazaspiro[3.5]nonane-2-carboxylate](data:image/png;base64,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)
PN: 4H56-1-PM
CAS: 236406-55-6
Molecule Weight: 226.32
Formula: C12H22N2O2
![tert-Butyl 4-hydroxy-4-[(methylamino)methyl]piperidine-1-carboxylate](data:image/png;base64,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)
PN: 4H56-1-0ET
CAS: 1073559-55-3
Molecule Weight: 244.335
Formula: C12H24N2O3
TSCA: Not listed on TSCA inventory