| Product Number | 4H58-1-HE |
| CAS | 174525-87-2 |
| MDL Number | MFCD02684218 |
| Molecular Formula | C14H20N2O2 |
| Molecular Weight | 248.326 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H58-1-HE
CAS: 174525-87-2
Molecule Weight: 248.326
Formula: C14H20N2O2
PN: 4H23-1-3U
CAS: 646456-04-4
Molecule Weight: 276.38
Formula: C16H24N2O2
PN: 4H58-1-355
CAS: 874801-03-3
Molecule Weight: 262.353
Formula: C15H22N2O2
PN: 4H23-1-L0
CAS: 511240-23-6
Molecule Weight: 304.434
Formula: C18H28N2O2
![3-[Benzyl(methyl)amino]propanoic acid](data:image/png;base64,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)
PN: 4658-1-3H
CAS: 149692-49-9
Molecule Weight: 193.246
Formula: C11H15NO2
![3-[4-(3,4-Dichlorobenzyl)piperazin-1-yl]propanoic acid](data:image/png;base64,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)
PN: 4H21-5-0Q
CAS: 1155622-26-6
Molecule Weight: 317.21
Formula: C14H18Cl2N2O2
PN: 4H01-1-3F
CAS: 85817-34-1
Molecule Weight: 206.289
Formula: C12H18N2O
PN: 4H56-1-R31
CAS: 149715-46-8
Molecule Weight: 206.289
Formula: C12H18N2O
TSCA: Not listed on TSCA inventory