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2-[(dimethylamino)methylene]acetoacetate](data:image/png;base64,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)
| Product Number | 4356-1-X0 |
| Synonyms | Methyl 2-acetyl-3-(dimethylamino)acrylate; Methyl 2-[(dimethylamino)methylidene]-3-oxobutanoate |
| Purity | 95 % |
| CAS | 203186-56-5 |
| MDL Number | MFCD08689663 |
| Molecular Formula | C8H13NO3 |
| Molecular Weight | 171.196 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 66-67 ℃
TSCA: Not listed on TSCA inventory