| Product Number | 4751-9-05 |
| Synonyms | 2-(2-Bromophenyl)propan-2-amine, N-Boc protected; tert-Butyl [2-(2-bromophenyl)prop-2-yl]carbamate |
| CAS | 1332765-91-9 |
| MDL Number | MFCD19381709 |
| Molecular Formula | C14H20BrNO2 |
| Molecular Weight | 314.223 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4751-9-05
CAS: 1332765-91-9
Molecule Weight: 314.223
Formula: C14H20BrNO2
![tert-Butyl N-[1-(2-bromophenyl)ethyl]carbamate](data:image/png;base64,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)
PN: 4657-9-03
CAS: 1086391-99-2
Molecule Weight: 300.196
Formula: C13H18BrNO2
PN: 4656-9-S1
CAS: 1187932-11-1
Molecule Weight: 300.196
Formula: C13H18BrNO2
PN: 4751-9-06
CAS: 1332766-03-6
Molecule Weight: 312.207
Formula: C14H18BrNO2
PN: 4656-9-0U
CAS: 162356-90-3
Molecule Weight: 286.169
Formula: C12H16BrNO2
![tert-Butyl N-[(1S)-1-(4-bromophenyl)ethyl]carbamate](data:image/png;base64,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)
PN: 4751-9-03
CAS: 847728-89-6
Molecule Weight: 300.196
Formula: C13H18BrNO2
PN: 4656-9-1A
CAS: 954238-61-0
Molecule Weight: 300.196
Formula: C13H18BrNO2
![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
TSCA: Not listed on TSCA inventory