![2-((perfluoropropan-2-yI)thio)benzo[d]isothiazol-(2H)-3-one 1,1-dioxide](data:image/png;base64,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)
| Product Number | 8H70-3-0N |
| CAS | 2758017-88-6 |
| MDL Number | |
| Molecular Formula | C10H4F7NO3S2 |
| Molecular Weight | 383.25 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory