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1-[cyano(4-methoxyphenyl)methyl]piperidine-4-carboxylate](data:image/png;base64,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)
| Product Number | 4H37-1-8K |
| Synonyms | 1-[Cyano(4-methoxyphenyl)methyl]piperidine-4-carboxylic acid ethyl ester |
| CAS | 1440535-26-1 |
| MDL Number | MFCD24386400 |
| Molecular Formula | C17H22N2O3 |
| Molecular Weight | 302.374 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H37-1-8K
CAS: 1440535-26-1
Molecule Weight: 302.374
Formula: C17H22N2O3
![Ethyl 1-[cyano(4-methoxyphenyl)methyl]piperidine-4-carboxylate hydrochloride](data:image/png;base64,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)
PN: 4H37-5-1E
CAS: 1440535-74-9
Molecule Weight: 338.83
Formula: C17H23ClN2O3
![Ethyl 1-[cyano(phenyl)methyl]piperidine-4-carboxylate](data:image/png;base64,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)
PN: 4H58-1-JD
CAS: 1208220-88-5
Molecule Weight: 272.348
Formula: C16H20N2O2
PN: 4H58-1-PG
CAS: 148729-11-7
Molecule Weight: 277.364
Formula: C16H23NO3
PN: 4H21-1-6V
CAS: 193538-22-6
Molecule Weight: 249.31
Formula: C14H19NO3
PN: 4H23-1-C5
CAS: 349397-64-4
Molecule Weight: 291.347
Formula: C16H21NO4
TSCA: Not listed on TSCA inventory