![[(2E)-3-(Dimethylamino)-1-methoxyprop-2-en-1-ylidene]malononitrile](data:image/png;base64,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)
| Product Number | 4337-1-X1 |
| Synonyms | (E)-4,4-Dicyano-3-methoxy-N,N-dimethylbuta-1,3-dien-1-amine |
| Purity | 98 % |
| CAS | 95689-38-6 |
| MDL Number | MFCD00975440 |
| Molecular Formula | C9H11N3O |
| Molecular Weight | 177.207 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory