![5-({[1-Methyl-1-(4-methylphenyl)-1-oxo-lambda~6~-sulfanylidene]amino}carbonyl)-2,1,3-benzoxadiazol-1-ium-1-olate](data:image/png;base64,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)
| Product Number | 8H69-1-0U |
| CAS | 650617-59-7 |
| MDL Number | MFCD00097447 |
| Molecular Formula | C15H13N3O4S |
| Molecular Weight | 331.35 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory