| Product Number | 4632-1-0N |
| Purity | 98 % |
| CAS | 2124-31-4 |
| MDL Number | MFCD00017246 |
| Molecular Formula | C10H13NO |
| Molecular Weight | 163.22 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
![2-Amino-1-[4-(dimethylamino)phenyl]ethan-1-one hydrochloride](data:image/png;base64,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)
PN: 4656-5-28
CAS: 152278-03-0
Molecule Weight: 214.69
Formula: C10H15ClN2O
PN: 4656-9-Y1
CAS: 37904-72-6
Molecule Weight: 242.116
Formula: C10H12BrNO
PN: 4632-1-X0
CAS: 1171790-84-3
Molecule Weight: 195.218
Formula: C10H13NO3
PN: 4656-5-33
CAS: 110945-00-1
Molecule Weight: 197.66
Formula: C10H12ClNO
PN: 4656-1-W8
CAS: 90-93-7
Molecule Weight: 324.468
Formula: C21H28N2O
TSCA: Not listed on TSCA inventory
