![2,4-Dichloro-N-[2-methyl-3-(trifluoromethyl)phenyl]benzenesulfonamide](data:image/png;base64,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)
| Product Number | 8869-7-00 |
| CAS | |
| MDL Number | MFCD30481168 |
| Molecular Formula | C14H10Cl2F3NO2S |
| Molecular Weight | 384.19 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory