| Product Number | 4158-1-72 |
| CAS | 1951424-79-5 |
| MDL Number | MFCD18157743 |
| Molecular Formula | C16H31NO5 |
| Molecular Weight | 317.426 |
| Units | Price (USD) | Availability |
|---|
PN: 4158-1-72
CAS: 1951424-79-5
Molecule Weight: 317.426
Formula: C16H31NO5
PN: 4158-1-73
CAS: 141394-85-6
Molecule Weight: 289.372
Formula: C14H27NO5
PN: 4H58-1-241
CAS: 120205-50-7
Molecule Weight: 287.356
Formula: C14H25NO5
![Ethyl (1R,3S,4S)-3-{[(tert-butoxy)carbonyl]amino}-4-hydroxycyclohexane-1-carboxylate](data:image/png;base64,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)
PN: 4258-1-38
CAS: 1210348-16-5
Molecule Weight: 287.356
Formula: C14H25NO5
PN: 4258-1-21
CAS: 1313358-57-4
Molecule Weight: 257.33
Formula: C13H23NO4
![exo-8-Boc-8-azabicyclo[3.2.1]octane-3-carboxylic acid, methyl ester](data:image/png;base64,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)
PN: 4H58-1-F7
CAS: 1204809-88-0
Molecule Weight: 269.341
Formula: C14H23NO4
PN: 4H58-1-229
CAS: 848242-87-5
Molecule Weight: 331.409
Formula: C16H29NO6
TSCA: Not listed on TSCA inventory
