![1-[1-[4-(Ethoxycarbonyl)phenyl]-2,5-dioxo-4-(4-toluidino)-2,5-dihydro-1H-pyrrol-3-yl]pyridinium chloride](data:image/png;base64,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)
| Product Number | 4H33-5-37 |
| CAS | 281223-58-3 |
| MDL Number | MFCD01935586 |
| Molecular Formula | C25H22ClN3O4 |
| Molecular Weight | 463.92 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory