![N-{3-[1-Dimethylamino-meth-(E)-ylidene]-4-oxo-cyclohexyl}-acetamide](data:image/png;base64,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)
| Product Number | 4448-1-08 |
| CAS | 73983-59-2 |
| MDL Number | MFCD26792687 |
| Molecular Formula | C11H18N2O2 |
| Molecular Weight | 210.277 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory