![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 | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory