| Product Number | 4658-1-88 |
| CAS | 955314-80-4 |
| MDL Number | MFCD05863635 |
| Molecular Formula | C16H23NO4 |
| Molecular Weight | 293.363 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4658-1-88
CAS: 955314-80-4
Molecule Weight: 293.363
Formula: C16H23NO4
PN: 4758-1-47
CAS: 100564-78-1
Molecule Weight: 279.336
Formula: C15H21NO4
PN: 4758-1-48
CAS: 82732-07-8
Molecule Weight: 279.336
Formula: C15H21NO4
PN: 4758-1-X6
CAS: 26250-90-8
Molecule Weight: 279.336
Formula: C15H21NO4
![(2R)-2-Benzyl-3-[(tert-butoxycarbonyl)amino]propanoic acid](data:image/png;base64,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)
PN: 4758-1-R1
CAS: 262301-38-2
Molecule Weight: 279.336
Formula: C15H21NO4
PN: 4758-1-S1
CAS: 189619-55-4
Molecule Weight: 279.336
Formula: C15H21NO4
PN: 4158-1-53
CAS: 282524-95-2
Molecule Weight: 231.292
Formula: C11H21NO4
TSCA: Not listed on TSCA inventory