![5-[({[3-(Trifluoromethyl)anilino]carbothioyl}amino)carbonyl]-2,1,3-benzoxadiazol-1-ium-1-olate](data:image/png;base64,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)
| Product Number | 8H67-3-06 |
| CAS | 634190-80-0 |
| MDL Number | MFCD00097451 |
| Molecular Formula | C15H9F3N4O3S |
| Molecular Weight | 382.32 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory