| Product Number | 4H58-1-049 |
| Purity | 95 % |
| CAS | 135716-08-4 |
| MDL Number | MFCD12912655 |
| Molecular Formula | C14H23NO4 |
| Molecular Weight | 269.341 |
| Units | Price (USD) | Availability |
|---|
PN: 4H58-1-049
CAS: 135716-08-4
Molecule Weight: 269.341
Formula: C14H23NO4
PN: 4H56-1-963
CAS: 169206-65-9
Molecule Weight: 255.314
Formula: C13H21NO4
PN: 4H58-1-TE
CAS: 958026-98-7
Molecule Weight: 297.395
Formula: C16H27NO4
![2-{1-[(tert-Butoxy)carbonyl]piperidin-4-ylidene}acetic acid](data:image/png;base64,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)
PN: 4H58-1-43
CAS: 193085-24-4
Molecule Weight: 241.287
Formula: C12H19NO4
PN: 4H58-3-1Q
CAS: 362705-32-6
Molecule Weight: 315.385
Formula: C16H26FNO4
![Ethyl (3E)-3-(2-ethoxy-2-oxoethylidene)-8-azabicyclo[3.2.1]octane-8-carboxylate](data:image/png;base64,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)
PN: 4H58-1-113
CAS: 1656294-86-8
Molecule Weight: 267.325
Formula: C14H21NO4
PN: 4H58-1-TF
CAS: 664364-28-7
Molecule Weight: 255.314
Formula: C13H21NO4
PN: 4H56-1-K9
CAS: 159635-49-1
Molecule Weight: 197.278
Formula: C11H19NO2
TSCA: Not listed on TSCA inventory