| Product Number | 4H37-1-N1 |
| Synonyms | 3-Cyano-4-[4-(ethoxycarbonyl)piperidin-1-yl]benzaldehyde; 2-[4-(Ethoxycarbonyl)piperidin-1-yl]-5-formylbenzonitrile |
| Purity | 95 % |
| CAS | 1272756-67-8 |
| MDL Number | MFCD18651778 |
| Molecular Formula | C16H18N2O3 |
| Molecular Weight | 286.331 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H37-1-N1
CAS: 1272756-67-8
Molecule Weight: 286.331
Formula: C16H18N2O3
PN: 4H37-1-4G
CAS: 357670-16-7
Molecule Weight: 258.321
Formula: C15H18N2O2
PN: 4H37-1-U5
CAS: 352018-90-7
Molecule Weight: 258.321
Formula: C15H18N2O2
![4-[4-(Ethoxycarbonyl)piperidin-1-yl]benzaldehyde](data:image/png;base64,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)
PN: 4H23-1-3K
CAS: 85345-11-5
Molecule Weight: 261.321
Formula: C15H19NO3
![Ethyl 1-[2-cyano-4-(difluoromethyl)phenyl]piperidine-4-carboxylate](data:image/png;base64,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)
PN: 4H58-3-9S
CAS: 2149590-88-3
Molecule Weight: 308.329
Formula: C16H18F2N2O2
PN: 4H23-1-W4
CAS: 259683-56-2
Molecule Weight: 261.321
Formula: C15H19NO3
PN: 4H37-1-5Q
CAS: 937601-79-1
Molecule Weight: 230.267
Formula: C13H14N2O2
PN: 4H29-1-X7
CAS: 727396-60-3
Molecule Weight: 233.267
Formula: C13H15NO3
Melting Point: 76-78 ℃
TSCA: Not listed on TSCA inventory