![2-[(2-Benzoylhydrazino)carbonyl]-3-methylquinoxalinediium-1,4-diolate](data:image/png;base64,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)
| Product Number | 4H45-1-46 |
| CAS | 680211-89-6 |
| MDL Number | MFCD00277302 |
| Molecular Formula | C17H14N4O4 |
| Molecular Weight | 338.323 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory