![(1S,3R)-3-{[(tert-Butoxy)carbonyl]amino}cyclopentan-1-aminium hydrogen 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)
| Product Number | 4H22-1-X1 |
| CAS | 2237216-56-5 |
| MDL Number | MFCD28976643 |
| Molecular Formula | C12H22N2O6 |
| Molecular Weight | 290.316 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H22-1-X1
CAS: 2237216-56-5
Molecule Weight: 290.316
Formula: C12H22N2O6
![tert-Butyl N-[(1S,3S)-3-aminocyclopentyl]carbamate](data:image/png;base64,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)
PN: 4256-1-1M
CAS: 645400-44-8
Molecule Weight: 200.282
Formula: C10H20N2O2
PN: 4251-1-01
CAS: 871014-19-6
Molecule Weight: 186.255
Formula: C9H18N2O2
PN: 4256-1-41
CAS: 1212395-34-0
Molecule Weight: 186.255
Formula: C9H18N2O2
![tert-Butyl 2-azaspiro[3.3]hept-6-ylcarbamate hemioxalate](data:image/png;base64,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)
PN: 4H22-1-21
CAS: 1400764-62-6
Molecule Weight: 514.62
Formula: C24H42N4O8
PN: 4H56-1-778
CAS: 1392803-27-8
Molecule Weight: 200.282
Formula: C10H20N2O2
PN: 4H56-1-779
CAS: 1392803-14-3
Molecule Weight: 200.282
Formula: C10H20N2O2
PN: 4H56-1-780
CAS: 1392803-87-0
Molecule Weight: 200.282
Formula: C10H20N2O2
TSCA: Not listed on TSCA inventory