| Product Number | 4658-3-78 |
| CAS | 1033756-46-5 |
| MDL Number | MFCD18651691 |
| Molecular Formula | C15H20FNO2 |
| Molecular Weight | 265.328 |
| Units | Price (USD) | Availability |
|---|
PN: 4658-3-78
CAS: 1033756-46-5
Molecule Weight: 265.328
Formula: C15H20FNO2
PN: 4658-3-79
CAS: 1140972-21-9
Molecule Weight: 265.328
Formula: C15H20FNO2
![Ethyl (1R,2R)-2-[[(S)-1-phenylethyl]amino]cyclopentanecarboxylate](data:image/png;base64,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)
PN: 4H58-1-497
CAS: 359586-67-7
Molecule Weight: 261.365
Formula: C16H23NO2
![Ethyl (1S,2S)-2-[[(S)-1-phenylethyl]amino]cyclopentanecarboxylate hydrochloride](data:image/png;base64,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)
PN: 4658-5-41
CAS: 359586-65-5
Molecule Weight: 297.82
Formula: C16H24ClNO2
PN: 4H58-3-Z6
CAS: 832737-45-8
Molecule Weight: 237.274
Formula: C13H16FNO2
PN: 4H23-1-W3
CAS: 72551-53-2
Molecule Weight: 247.338
Formula: C15H21NO2
PN: 4H58-7-72
CAS: 1185303-78-9
Molecule Weight: 273.73
Formula: C13H17ClFNO2
PN: 4H58-1-TC
CAS: 201228-21-9
Molecule Weight: 261.365
Formula: C16H23NO2
TSCA: Not listed on TSCA inventory