![4-{[(2,2-Dimethyl-4,6-dioxo-1,3-dioxan-5-ylidene)methyl]amino}-2-methoxybenzonitrile](data:image/png;base64,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)
| Product Number | 4H58-1-604 |
| CAS | 417721-14-3 |
| MDL Number | MFCD30481050 |
| Molecular Formula | C15H14N2O5 |
| Molecular Weight | 302.286 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory