![N-(4-Chloro-3-nitrophenyl)-N'-[2-methyl-3-(trifluoromethyl)phenyl]urea](data:image/png;base64,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)
| Product Number | 4856-7-13 |
| CAS | |
| MDL Number | MFCD30481157 |
| Molecular Formula | C15H11ClF3N3O3 |
| Molecular Weight | 373.72 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory