| Product Number | 4H56-1-J8 |
| CAS | 96939-58-1 |
| MDL Number | MFCD09027173 |
| Molecular Formula | C20H19NO5 |
| Molecular Weight | 353.374 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-1-J8
CAS: 96939-58-1
Molecule Weight: 353.374
Formula: C20H19NO5
![1-Benzyl-2-[4-(tert-butyl)phenyl]-6-oxopiperidine-3-carboxylic acid](data:image/png;base64,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)
PN: 4H29-1-77
CAS: 952182-64-8
Molecule Weight: 365.473
Formula: C23H27NO3
PN: 4H21-1-FA
CAS: 477890-39-4
Molecule Weight: 259.305
Formula: C15H17NO3
PN: 4H21-1-FB
CAS: 164933-89-5
Molecule Weight: 275.348
Formula: C16H21NO3
Melting Point: 194-196 ℃
TSCA: Not listed on TSCA inventory