| Product Number | 4258-1-28 |
| CAS | 458529-74-3 |
| MDL Number | MFCD03003684 |
| Molecular Formula | C14H25NO4 |
| Molecular Weight | 271.357 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4258-1-28
CAS: 458529-74-3
Molecule Weight: 271.357
Formula: C14H25NO4
PN: 4258-1-29
CAS: 1175673-63-8
Molecule Weight: 257.33
Formula: C13H23NO4
PN: 4258-1-44
CAS: 63216-49-9
Molecule Weight: 243.303
Formula: C12H21NO4
PN: 4256-1-0Q
CAS: 187610-56-6
Molecule Weight: 257.33
Formula: C13H23NO4
PN: 4258-1-31
CAS: 1013980-15-8
Molecule Weight: 271.357
Formula: C14H25NO4
![(1R,2R,3R,5R)-(2-tert-Butoxycarbonylamino)-6,6-dimethylbicyclo[3.1.1]heptan-3-carboxylic acid](data:image/png;base64,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)
PN: 4258-1-42
CAS: 1027343-75-4
Molecule Weight: 283.368
Formula: C15H25NO4
![(1R,2R,3S,5R)-(2-tert-Butoxycarbonylamino)-6,6-dimethylbicyclo[3.1.1]heptan-3-carboxylic acid](data:image/png;base64,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)
PN: 4258-1-43
CAS: 1027343-59-4
Molecule Weight: 283.368
Formula: C15H25NO4
PN: 4258-1-30
CAS: 1212127-10-0
Molecule Weight: 243.303
Formula: C12H21NO4
TSCA: Not listed on TSCA inventory