![N-(4-Chloro-2,5-dimethoxyphenyl)-N'-[2-methyl-3-(trifluoromethyl)phenyl]thiourea](data:image/png;base64,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)
| Product Number | 8767-7-00 |
| CAS | 2198846-62-5 |
| MDL Number | MFCD30481159 |
| Molecular Formula | C17H16ClF3N2O2S |
| Molecular Weight | 404.83 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory