| Product Number | 4656-1-Y4 |
| Synonyms | Benzyl [(1R,3S)-3-aminocyclopent-1-yl]carbamate oxalate; Benzyl [(1R,3S)-3-aminocyclopent-1-yl]carbamate ethane-1,2-dioate |
| CAS | 1418119-71-7 |
| MDL Number | MFCD22126137 |
| Molecular Formula | C15H20N2O6 |
| Molecular Weight | 324.333 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4656-1-Y4
CAS: 1418119-71-7
Molecule Weight: 324.333
Formula: C15H20N2O6
PN: 4656-1-1V
CAS: 1188264-84-7
Molecule Weight: 220.272
Formula: C12H16N2O2
PN: 4656-1-AL
CAS: 149423-70-1
Molecule Weight: 248.326
Formula: C14H20N2O2
![Benzyl N-(3-{[(benzyloxy)carbonyl]amino}bicyclo[1.1.1]pentan-1-yl)carbamate](data:image/png;base64,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)
PN: 4656-1-0Y
CAS: 1566649-44-2
Molecule Weight: 366.417
Formula: C21H22N2O4
PN: 4H56-1-FC
CAS: 120278-07-1
Molecule Weight: 234.299
Formula: C13H18N2O2
PN: 4H56-1-997
CAS: 885966-14-3
Molecule Weight: 248.326
Formula: C14H20N2O2
PN: 4H45-1-03
CAS: 182223-54-7
Molecule Weight: 234.299
Formula: C13H18N2O2
![Benzyl 1,7-diazaspiro[3.5]nonane-7-carboxylate hemioxalate](data:image/png;base64,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)
PN: 4H22-1-85
CAS: 1630907-09-3
Molecule Weight: 610.708
Formula: C32H42N4O8
TSCA: Not listed on TSCA inventory