| Product Number | 4H51-1-16 |
| Synonyms | tert-Butyl 3-amino-3-ethylpiperidine-1-carboxylate; 3-Amino-1-(tert-butoxycarbonyl)-3-ethylpiperidine |
| CAS | 1158759-09-1 |
| MDL Number | MFCD11840263 |
| Molecular Formula | C12H24N2O2 |
| Molecular Weight | 228.336 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H51-1-16
CAS: 1158759-09-1
Molecule Weight: 228.336
Formula: C12H24N2O2
PN: 4H56-1-108
CAS: 1158759-06-8
Molecule Weight: 214.309
Formula: C11H22N2O2
PN: P911-A-72
CAS: 625471-18-3
Molecule Weight: 200.282
Formula: C10H20N2O2
PN: P612-A-01
CAS: 188111-79-7
Molecule Weight: 200.282
Formula: C10H20N2O2
PN: 4H56-1-C6
CAS: 184637-48-7
Molecule Weight: 200.282
Formula: C10H20N2O2
PN: 4H30-5-X3
CAS: 1000796-62-2
Molecule Weight: 236.74
Formula: C10H21ClN2O2
![1,7-Diazaspiro[4.5]decane-7-carboxylic acid, tert-butyl ester](data:image/png;base64,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)
PN: 4H56-1-160
CAS: 939793-21-2
Molecule Weight: 240.347
Formula: C13H24N2O2
![tert-Butyl 1,8-diazaspiro[5.5]undecane-8-carboxylate](data:image/png;base64,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)
PN: 4H56-1-731
CAS: 1086394-59-3
Molecule Weight: 254.374
Formula: C14H26N2O2
TSCA: Not listed on TSCA inventory