![2-[(Dimethylamino)methylidene]-2,3-dihydro-1H-indene-1,3-dione](data:image/png;base64,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)
| Product Number | 4632-1-0A |
| CAS | 28752-91-2 |
| MDL Number | MFCD00557302 |
| Molecular Formula | C12H11NO2 |
| Molecular Weight | 201.225 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory