| Product Number | 4H56-1-062 |
| Synonyms | cis-tert-Butyl N-[(4-aminocyclohexyl)methyl]carbamate |
| CAS | 866548-92-7 |
| MDL Number | MFCD22395596 |
| Molecular Formula | C12H24N2O2 |
| Molecular Weight | 228.336 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-1-062
CAS: 866548-92-7
Molecule Weight: 228.336
Formula: C12H24N2O2
![tert-Butyl (4-aminobicyclo[2.2.2]octan-1-yl)methylcarbamate](data:image/png;base64,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)
PN: 4656-1-6J
CAS: 1638769-02-4
Molecule Weight: 254.374
Formula: C14H26N2O2
PN: 4256-1-53
CAS: 509143-00-4
Molecule Weight: 228.336
Formula: C12H24N2O2
PN: 4256-1-0D
CAS: 2108850-23-1
Molecule Weight: 248.326
Formula: C14H20N2O2
PN: 4256-1-0E
CAS: 2108646-71-3
Molecule Weight: 248.326
Formula: C14H20N2O2
![rel-N-[(1R,2S)-2-(Aminomethyl)cyclohexyl]-carbamic acid 1,1-dimethylethyl ester](data:image/png;base64,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)
PN: 4248-1-01
CAS: 1259277-49-0
Molecule Weight: 228.336
Formula: C12H24N2O2
![rel-N-[(1R,2R)-2-(Aminomethyl)cyclohexyl]-carbamic acid 1,1-dimethylethyl ester](data:image/png;base64,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)
PN: 4248-1-02
CAS: 1030390-99-8
Molecule Weight: 228.336
Formula: C12H24N2O2
PN: 4148-1-Y5
CAS: 99733-18-3
Molecule Weight: 230.352
Formula: C12H26N2O2
TSCA: Not listed on TSCA inventory