![Methyl 3-[({[2-methyl-6-(trifluoromethyl)pyridin-3-yl]amino}carbonyl)amino]benzoate](data:image/png;base64,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)
| Product Number | 4H58-3-AQ |
| CAS | |
| MDL Number | MFCD30481154 |
| Molecular Formula | C16H14F3N3O3 |
| Molecular Weight | 353.301 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory