| Product Number | 4658-1-X1 |
| Synonyms | (1S,3R)-3-{[(Benzyloxy)carbonyl]amino}cyclopentane-1-carboxylic acid; Benzyl [(1R,3S)-3-carboxycyclopent-1-yl]carbamate |
| CAS | 180323-36-8 |
| MDL Number | MFCD22126136 |
| Molecular Formula | C14H17NO4 |
| Molecular Weight | 263.293 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4658-1-X1
CAS: 180323-36-8
Molecule Weight: 263.293
Formula: C14H17NO4
PN: 4H58-1-X3
CAS: 1378251-30-9
Molecule Weight: 277.32
Formula: C15H19NO4
PN: 4648-1-X8
CAS: 1217802-45-3
Molecule Weight: 249.266
Formula: C13H15NO4
PN: 4658-1-71
CAS: 1212380-76-1
Molecule Weight: 249.266
Formula: C13H15NO4
![[(1S,3R)-3-{[(Benzyloxy)carbonyl]amino}cyclopent-1-yl]methanol](data:image/png;base64,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)
PN: 4656-1-Y3
CAS: 1378251-33-2
Molecule Weight: 249.31
Formula: C14H19NO3
PN: 4658-1-0W
CAS: 17191-44-5
Molecule Weight: 263.293
Formula: C14H17NO4
![1-[(Benzyloxy)carbonyl]azepane-4-carboxylic acid](data:image/png;base64,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)
PN: 4H58-1-WG
CAS: 1195256-01-9
Molecule Weight: 277.32
Formula: C15H19NO4
![5-[(Benzyloxy)carbonyl]-5-azaspiro[2.4]heptane-1-carboxylic acid](data:image/png;base64,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)
PN: 4H58-1-WC
CAS: 150543-37-6
Molecule Weight: 275.304
Formula: C15H17NO4
TSCA: Not listed on TSCA inventory