![4-Chloro-6-[(4,5-dichloro-1H-imidazol-1-yl)methyl]-2-(trifluoromethyl)quinoline](data:image/png;base64,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)
| Product Number | 3H32-7-3P |
| CAS | 662138-56-9 |
| MDL Number | MFCD00662181 |
| Molecular Formula | C14H7Cl3F3N3 |
| Molecular Weight | 380.58 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory