![N4-[3,5-Di(trifluoromethyl)phenyl]-5-chloro-1,3-dimethyl-1H-pyrazole-4-sulfonamide](data:image/png;base64,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)
| Product Number | 8H69-7-13 |
| CAS | 647825-46-5 |
| MDL Number | MFCD00106495 |
| Molecular Formula | C13H10ClF6N3O2S |
| Molecular Weight | 421.74 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory