![N1-[(2,6-Dichloro-4-pyridyl)(imino)methyl]-3,5-di(trifluoromethyl)benzene-1-sulfonamide](data:image/png;base64,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)
| Product Number | 8H69-7-17 |
| CAS | 287197-97-1 |
| MDL Number | MFCD00831602 |
| Molecular Formula | C14H7Cl2F6N3O2S |
| Molecular Weight | 466.18 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory