| Product Number | 4751-9-07 |
| Synonyms | tert-Butyl [1-(3-bromophenyl)cycloprop-1-yl]carbamate; 1-(3-Bromophenyl)-1-[(tert-butoxycarbonyl)amino]cyclopropane |
| Purity | 97 % |
| CAS | 597563-17-2 |
| MDL Number | MFCD19381711 |
| Molecular Formula | C14H18BrNO2 |
| Molecular Weight | 312.207 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4751-9-07
CAS: 597563-17-2
Molecule Weight: 312.207
Formula: C14H18BrNO2
PN: 4751-9-08
CAS: 1245647-81-7
Molecule Weight: 326.234
Formula: C15H20BrNO2
![tert-Butyl N-[(1R)-1-(3-bromophenyl)ethyl]carbamate](data:image/png;base64,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)
PN: 4751-9-01
CAS: 1187932-25-7
Molecule Weight: 300.196
Formula: C13H18BrNO2
![tert-Butyl N-[(1S)-1-(3-bromophenyl)ethyl]carbamate](data:image/png;base64,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)
PN: 4751-9-02
CAS: 477312-85-9
Molecule Weight: 300.196
Formula: C13H18BrNO2
![tert-Butyl N-[1-(3-bromophenyl)ethyl]carbamate](data:image/png;base64,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)
PN: 4751-9-04
CAS: 375853-98-8
Molecule Weight: 300.196
Formula: C13H18BrNO2
PN: 4751-9-06
CAS: 1332766-03-6
Molecule Weight: 312.207
Formula: C14H18BrNO2
![3-(3-Bromophenyl)-3-[(tert-butoxycarbonyl)amino]propanoic acid](data:image/png;base64,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)
PN: 4658-9-13
CAS: 284493-58-9
Molecule Weight: 344.205
Formula: C14H18BrNO4
PN: 4656-9-47
CAS: 924817-79-8
Molecule Weight: 393.119
Formula: C14H19Br2NO2
TSCA: Not listed on TSCA inventory