![N1-[(2,6-Dichloro-4-pyridyl)(imino)methyl]-3-(trifluoromethyl)benzamide](data:image/png;base64,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)
| Product Number | 4H41-7-16 |
| CAS | 266337-66-0 |
| MDL Number | MFCD00221284 |
| Molecular Formula | C14H8Cl2F3N3O |
| Molecular Weight | 362.13 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory