| Product Number | 4656-9-23 |
| CAS | 68819-84-1 |
| MDL Number | MFCD08703140 |
| Molecular Formula | C12H16BrNO2 |
| Molecular Weight | 286.169 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4656-9-23
CAS: 68819-84-1
Molecule Weight: 286.169
Formula: C12H16BrNO2
PN: 4656-9-0M
CAS: 171663-13-1
Molecule Weight: 286.169
Formula: C12H16BrNO2
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: 4656-1-G0
CAS: 108468-00-4
Molecule Weight: 236.315
Formula: C13H20N2O2
PN: 4756-9-20
CAS: 187283-17-6
Molecule Weight: 300.196
Formula: C13H18BrNO2
PN: 4756-9-0B
CAS: 1998726-82-1
Molecule Weight: 300.196
Formula: C13H18BrNO2
PN: 4656-9-1A
CAS: 954238-61-0
Molecule Weight: 300.196
Formula: C13H18BrNO2
TSCA: Not listed on TSCA inventory