![2-[(Dimethylamino)methylene]-3-(naphth-1-yl)-3-oxopropanenitrile](data:image/png;base64,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)
| Product Number | 4937-1-Y3 |
| Purity | 95 % |
| CAS | 52200-20-1 |
| MDL Number | MFCD03453106 |
| Molecular Formula | C16H14N2O |
| Molecular Weight | 250.301 |
| Units | Price (USD) | Availability |
|---|
PN: 4937-1-Y3
CAS: 52200-20-1
Molecule Weight: 250.301
Formula: C16H14N2O
![2-[(Dimethylamino)methylene]-3-(naphth-2-yl)-3-oxopropanenitrile](data:image/png;base64,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)
PN: 4937-1-Y2
CAS: 96219-81-7
Molecule Weight: 250.301
Formula: C16H14N2O
![2-[(Dimethylamino)methylene]-3-oxo-3-phenylpropanenitrile](data:image/png;base64,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)
PN: 4937-1-X8
CAS: 52200-09-6
Molecule Weight: 200.241
Formula: C12H12N2O
![2-[(Dimethylamino)methylene]-3-(4-methylphenyl)-3-oxopropanenitrile](data:image/png;base64,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)
PN: 4937-1-X9
CAS: 96232-41-6
Molecule Weight: 214.268
Formula: C13H14N2O
PN: 4937-9-X1
CAS: 886361-83-7
Molecule Weight: 279.137
Formula: C12H11BrN2O
![3-(4-Chlorophenyl)-2-[(dimethylamino)methylene]-3-oxopropanenitrile](data:image/png;base64,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)
PN: 4937-5-Y5
CAS: 52200-16-5
Molecule Weight: 234.68
Formula: C12H11ClN2O
PN: 4937-3-14
CAS: 52200-15-4
Molecule Weight: 218.231
Formula: C12H11FN2O
PN: 4937-9-X0
CAS: 52200-18-7
Molecule Weight: 279.137
Formula: C12H11BrN2O
TSCA: Not listed on TSCA inventory