![3-(3-Bromophenyl)-3-[(tert-butoxycarbonyl)amino]propanoic acid](data:image/png;base64,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)
| Product Number | 4658-9-13 |
| CAS | 284493-58-9 |
| MDL Number | MFCD02090700 |
| Molecular Formula | C14H18BrNO4 |
| Molecular Weight | 344.205 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4658-9-13
CAS: 284493-58-9
Molecule Weight: 344.205
Formula: C14H18BrNO4
![Ethyl 3-(3-bromophenyl)-3-[(tert-butoxycarbonyl)amino]propanoate](data:image/png;base64,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)
PN: 4656-B-2S
CAS:
Molecule Weight: 372.259
Formula: C16H22BrNO4
PN: 4648-9-05
CAS: 282524-86-1
Molecule Weight: 344.205
Formula: C14H18BrNO4
PN: 4658-1-87
CAS: 14676-01-8
Molecule Weight: 265.309
Formula: C14H19NO4
PN: 4658-1-SA
CAS: 103365-47-5
Molecule Weight: 265.309
Formula: C14H19NO4
PN: 4658-1-RA
CAS: 161024-80-2
Molecule Weight: 265.309
Formula: C14H19NO4
PN: 4751-9-07
CAS: 597563-17-2
Molecule Weight: 312.207
Formula: C14H18BrNO2
PN: 4758-1-1F
CAS: 453557-73-8
Molecule Weight: 307.39
Formula: C17H25NO4
TSCA: Not listed on TSCA inventory