![2-[(Dimethylamino)methylene]-3-(3,4-methylenedioxyphenyl)-3-oxopropanenitrile](data:image/png;base64,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)
| Product Number | 4H37-1-Q8 |
| Purity | 95 % |
| CAS | 96219-78-2 |
| MDL Number | MFCD03453102 |
| Molecular Formula | C13H12N2O3 |
| Molecular Weight | 244.25 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H37-1-Q8
CAS: 96219-78-2
Molecule Weight: 244.25
Formula: C13H12N2O3
PN: 4H56-1-0H
CAS: 154257-92-8
Molecule Weight: 219.24
Formula: C12H13NO3
![2-[(Dimethylamino)methylene]-3-(4-methoxyphenyl)-3-oxopropanenitrile](data:image/png;base64,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)
PN: 4937-1-Y0
CAS: 96219-74-8
Molecule Weight: 230.267
Formula: C13H14N2O2
PN: 4H37-1-5M
CAS: 96220-14-3
Molecule Weight: 189.17
Formula: C10H7NO3
PN: 4656-1-6X
CAS: 127172-22-9
Molecule Weight: 235.283
Formula: C13H17NO3
TSCA: Not listed on TSCA inventory