![4-[4-(2-Hydroxy-ethyl)-piperazin-1-ylmethyl]-benzoic acid methyl 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)
| Product Number | 4H29-1-0E |
| Purity | 95 % |
| CAS | 415952-34-0 |
| MDL Number | MFCD01652907 |
| Molecular Formula | C15H22N2O3 |
| Molecular Weight | 278.352 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H29-1-0E
CAS: 415952-34-0
Molecule Weight: 278.352
Formula: C15H22N2O3
![Methyl 4-[(4-methylpiperazin-1-yl)methyl]benzoate](data:image/png;base64,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)
PN: 4H23-1-1P
CAS: 314268-40-1
Molecule Weight: 248.326
Formula: C14H20N2O2
![Methyl 4-{[1-(2-{1-[4-(methoxycarbonyl)benzyl]-1,1-dimethylammonio}ethyl)-1,1-dimethylammonio]methyl}benzoate dibromide](data:image/png;base64,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)
PN: 4633-9-01
CAS: 649572-95-2
Molecule Weight: 574.354
Formula: C24H34Br2N2O4
PN: 4658-1-2F
CAS: 18153-53-2
Molecule Weight: 193.246
Formula: C11H15NO2
PN: 4H23-1-27
CAS: 1300725-27-2
Molecule Weight: 205.257
Formula: C12H15NO2
![4-[(Piperazin-1-yl)carbonyl]benzoic acid](data:image/png;base64,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)
PN: 4H56-1-FL
CAS: 691394-20-4
Molecule Weight: 234.255
Formula: C12H14N2O3
![4-[4-(Methoxycarbonyl)benzyl]piperazine, N1-Boc 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)
PN: 4H58-1-54
CAS: 844891-11-8
Molecule Weight: 334.416
Formula: C18H26N2O4
![Methyl 3-[(4-methylpiperazin-1-yl)methyl]benzoate](data:image/png;base64,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)
PN: 4H23-1-82
CAS: 658689-29-3
Molecule Weight: 248.326
Formula: C14H20N2O2
TSCA: Not listed on TSCA inventory