| Product Number | 4632-1-X0 |
| Synonyms | [4-(Dimethylamino)phenyl](oxo)acetaldehyde hydrate |
| Purity | 95.0 % |
| CAS | 1171790-84-3 |
| MDL Number | MFCD00234649 |
| Molecular Formula | C10H13NO3 |
| Molecular Weight | 195.218 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4632-1-X0
CAS: 1171790-84-3
Molecule Weight: 195.218
Formula: C10H13NO3
![1,2-Di[4-(dimethylamino)phenyl]ethane-1,2-dione](data:image/png;base64,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)
PN: 4632-1-12
CAS: 17078-27-2
Molecule Weight: 296.37
Formula: C18H20N2O2
![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: 4656-5-33
CAS: 110945-00-1
Molecule Weight: 197.66
Formula: C10H12ClNO
PN: 4648-1-33
CAS: 16267-10-0
Molecule Weight: 209.201
Formula: C10H11NO4
TSCA: Not listed on TSCA inventory
