![2-{[2-(Aminosulfonyl)phenyl]dithio}benzene-1-sulfonamide](data:image/png;base64,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)
| Product Number | 8669-1-40 |
| CAS | 104997-15-1 |
| MDL Number | MFCD00099097 |
| Molecular Formula | C12H12N2O4S4 |
| Molecular Weight | 376.48 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory