![2-{[2-(4-Chlorobenzoyl)hydrazino]carbonyl}-3-methylquinoxalinediium-1,4-diolate](data:image/png;base64,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)
| Product Number | 4H45-5-09 |
| CAS | 680211-88-5 |
| MDL Number | MFCD00277300 |
| Molecular Formula | C17H13ClN4O4 |
| Molecular Weight | 372.77 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory