![2-((2,2,2-trifluoroethyl)thio)benzo[d]isothiazol-3(2H)-one 1,1-dioxide](data:image/png;base64,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)
| Product Number | 8H70-3-0Q |
| CAS | 2758017-86-4 |
| MDL Number | |
| Molecular Formula | C9H6F3NO3S2 |
| Molecular Weight | 297.27 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory