| Product Number | 4H48-1-P3 |
| Synonyms | tert-Butyl 4-amino-4-cyanopiperidine-1-carboxylate |
| Purity | 95 % |
| CAS | 331281-25-5 |
| MDL Number | MFCD08234564 |
| Molecular Formula | C11H19N3O2 |
| Molecular Weight | 225.292 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H48-1-P3
CAS: 331281-25-5
Molecule Weight: 225.292
Formula: C11H19N3O2
PN: 4H56-1-PK
CAS: 343788-69-2
Molecule Weight: 214.309
Formula: C11H22N2O2
PN: 4H48-1-Q0
CAS: 91419-52-2
Molecule Weight: 210.277
Formula: C11H18N2O2
PN: 4H56-1-021
CAS: 530115-96-9
Molecule Weight: 224.304
Formula: C12H20N2O2
PN: P311-A-98
CAS: 87120-72-7
Molecule Weight: 200.282
Formula: C10H20N2O2
PN: 4H56-1-03E
CAS: 203186-96-3
Molecule Weight: 230.308
Formula: C11H22N2O3
PN: 4H56-1-699
CAS: 473838-65-2
Molecule Weight: 228.336
Formula: C12H24N2O2
![tert-Butyl 1,7-diazaspiro[3.5]nonane-7-carboxylate](data:image/png;base64,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)
PN: 4H56-1-714
CAS: 1180112-41-7
Molecule Weight: 226.32
Formula: C12H22N2O2
Melting Point: 91-92 ℃
TSCA: Not listed on TSCA inventory