| Product Number | 4H58-1-SF |
| Purity | 95.0 % |
| CAS | 56502-01-3 |
| MDL Number | MFCD01862939 |
| Molecular Formula | C11H19NO4 |
| Molecular Weight | 229.276 |
| Units | Price (USD) | Availability |
|---|
![2-{1-[(tert-Butoxy)carbonyl]pyrrolidin-2-yl}acetic acid](data:image/png;base64,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)
PN: 4H58-1-29
CAS: 194154-91-1
Molecule Weight: 229.276
Formula: C11H19NO4
PN: 4H58-1-R9
CAS: 101555-60-6
Molecule Weight: 229.276
Formula: C11H19NO4
PN: 4H58-1-SF
CAS: 56502-01-3
Molecule Weight: 229.276
Formula: C11H19NO4
PN: 4H58-1-30
CAS: 813433-68-0
Molecule Weight: 243.303
Formula: C12H21NO4
PN: 4H58-1-S08
CAS: 1980007-50-8
Molecule Weight: 255.314
Formula: C13H21NO4
amino}propanoic acid](data:image/png;base64,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)
PN: 4258-1-01
CAS: 917202-01-8
Molecule Weight: 257.33
Formula: C13H23NO4
PN: 4248-1-X0
CAS: 136315-70-3
Molecule Weight: 229.276
Formula: C11H19NO4
PN: 4H58-1-JT
CAS: 137170-89-9
Molecule Weight: 229.276
Formula: C11H19NO4
TSCA: Not listed on TSCA inventory