| Product Number | 4H56-1-809 |
| Purity | 97.0 % |
| CAS | 1262412-22-5 |
| MDL Number | MFCD18375146 |
| Molecular Formula | C14H20N2O3 |
| Molecular Weight | 264.325 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-1-809
CAS: 1262412-22-5
Molecule Weight: 264.325
Formula: C14H20N2O3
PN: 4H56-1-096
CAS: 169750-59-8
Molecule Weight: 248.326
Formula: C14H20N2O2
PN: 4H57-1-66
CAS: 115655-41-9
Molecule Weight: 278.308
Formula: C14H18N2O4
PN: 4H51-1-1H
CAS: 122860-33-7
Molecule Weight: 249.31
Formula: C14H19NO3
PN: 4H56-1-FC
CAS: 120278-07-1
Molecule Weight: 234.299
Formula: C13H18N2O2
PN: 4H56-1-099
CAS: 167832-41-9
Molecule Weight: 250.298
Formula: C13H18N2O3
![7-Cbz-1,7-diazaspiro[3.5]nonane](data:image/png;base64,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)
PN: 4H56-1-173
CAS: 1250999-44-0
Molecule Weight: 260.337
Formula: C15H20N2O2
![Benzyl 1,7-diazaspiro[3.5]nonane-1-carboxylate](data:image/png;base64,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)
PN: 4H56-1-09L
CAS: 1334499-81-8
Molecule Weight: 260.337
Formula: C15H20N2O2
TSCA: Not listed on TSCA inventory