![[5-[(4-Chlorophenyl)sulfonyl]-1-methyl-3-(trifluoromethyl)-1H-pyrazol-4-yl]methanol](data:image/png;base64,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)
| Product Number | 8H63-7-11 |
| Purity | 97 % |
| CAS | 318469-34-0 |
| MDL Number | MFCD00172660 |
| Molecular Formula | C12H10ClF3N2O3S |
| Molecular Weight | 354.73 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 103-105 ℃
TSCA: Not listed on TSCA inventory