![4'-[4-(2-Methoxyphenyl)-1-piperidinyl]-3'-nitrocinnamic acid](data:image/png;base64,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)
| Product Number | 4H54-1-P6 |
| Purity | 95 % |
| CAS | 301334-95-2 |
| MDL Number | MFCD01314139 |
| Molecular Formula | C21H22N2O5 |
| Molecular Weight | 382.416 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H54-1-P6
CAS: 301334-95-2
Molecule Weight: 382.416
Formula: C21H22N2O5
![Methyl 3-{4-[4-(2-methoxyphenyl)piperidino]-3-nitrophenyl}acrylate](data:image/png;base64,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)
PN: 4H54-1-C3
CAS: 301335-32-0
Molecule Weight: 396.443
Formula: C22H24N2O5
![4'-[4-(2-Methoxyphenyl)-1-piperidinyl]-3'-nitrocinnamoyl chloride](data:image/png;base64,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)
PN: 4H54-5-27
CAS: 301822-86-6
Molecule Weight: 400.86
Formula: C21H21ClN2O4
![4-[4-(2-Methoxyphenyl)piperidino]-3-nitrobenzaldehyde](data:image/png;base64,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)
PN: 4H54-1-48
CAS: 301334-92-9
Molecule Weight: 340.379
Formula: C19H20N2O4
![3-{2-[4-(2-Methoxyphenyl)piperidino]-5-nitrophenyl}acrylic acid](data:image/png;base64,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)
PN: 4H54-1-C2
CAS: 301335-23-9
Molecule Weight: 382.416
Formula: C21H22N2O5
PN: 4H54-1-78
CAS: 300541-92-8
Molecule Weight: 276.292
Formula: C14H16N2O4
PN: 4954-1-55
CAS: 300665-16-1
Molecule Weight: 290.319
Formula: C15H18N2O4
PN: 4H54-1-BK
CAS: 175278-41-8
Molecule Weight: 262.265
Formula: C13H14N2O4
Melting Point: 204-206 ℃
TSCA: Not listed on TSCA inventory