![5-(4-Chlorobenzylthio)-1-methyl-3-(trifluoromethyl)-1H-pyrazol-4-yl]methanol](data:image/png;base64,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)
| Product Number | 8H66-7-46 |
| Purity | 97 % |
| CAS | 318469-47-5 |
| MDL Number | MFCD00172667 |
| Molecular Formula | C13H12ClF3N2OS |
| Molecular Weight | 336.76 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 67-70 ℃
TSCA: Not listed on TSCA inventory