| Product Number | 4H58-1-268 |
| Synonyms | tert-Butyl 4-(2-methoxy-2-oxoethyl)piperidine-1-carboxylate |
| CAS | 175213-46-4 |
| MDL Number | MFCD01632529 |
| Molecular Formula | C13H23NO4 |
| Molecular Weight | 257.33 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H58-1-268
CAS: 175213-46-4
Molecule Weight: 257.33
Formula: C13H23NO4
PN: 4H58-1-2Z
CAS: 135716-09-5
Molecule Weight: 271.357
Formula: C14H25NO4
PN: 4H56-1-03
CAS: 157688-46-5
Molecule Weight: 243.303
Formula: C12H21NO4
![tert-Butyl 3-oxo-2-oxa-8-azaspiro[4.5]decane-8-carboxylate](data:image/png;base64,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)
PN: 4H56-1-717
CAS: 203662-19-5
Molecule Weight: 255.314
Formula: C13H21NO4
![6-Azaspiro[2.5]octane-1-carboxylic acid, N-Boc 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)
PN: 4H56-1-2Q
CAS: 871727-05-8
Molecule Weight: 255.314
Formula: C13H21NO4
PN: 4H01-1-X3
CAS: 89151-44-0
Molecule Weight: 229.32
Formula: C12H23NO3
![9-Boc-3-oxa-9-azaspiro[5.5]undecane](data:image/png;base64,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)
PN: 4H56-1-068
CAS: 1259489-90-1
Molecule Weight: 255.358
Formula: C14H25NO3
![3-{1-[(tert-Butoxy)carbonyl]piperidin-4-yl}propanoic acid](data:image/png;base64,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)
PN: 4H58-1-39
CAS: 154775-43-6
Molecule Weight: 257.33
Formula: C13H23NO4
TSCA: Not listed on TSCA inventory