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)
| Product Number | 6663-3-21 |
| Synonyms | (3,3,3-Trifluoroprop-1-ene-1-sulfonyl)benzene |
| CAS | 105924-64-9 |
| MDL Number | MFCD00674025 |
| Molecular Formula | C9H7F3O2S |
| Molecular Weight | 236.21 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory