![2-Chloroethyl 3-[(trifluoromethyl)phenyl] sulfone](data:image/png;base64,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)
| Product Number | 6863-7-X0 |
| Purity | 97 % |
| CAS | 175203-09-5 |
| MDL Number | MFCD00068016 |
| Molecular Formula | C9H8ClF3O2S |
| Molecular Weight | 272.67 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 52-55 ℃
TSCA: Not listed on TSCA inventory