![4-[4-(4-Formyl-2-nitrophenyl)piperazino]-3-nitrobenzaldehyde](data:image/png;base64,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)
| Product Number | 4H54-1-B8 |
| CAS | 300665-20-7 |
| MDL Number | MFCD01313791 |
| Molecular Formula | C18H16N4O6 |
| Molecular Weight | 384.348 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory