![[N-(4-Difluoromethylthio)phenyl]anthranilic acid](data:image/png;base64,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)
| Product Number | 8666-3-24 |
| Purity | 98 % |
| CAS | 51679-50-6 |
| MDL Number | MFCD00156963 |
| Molecular Formula | C14H11F2NO2S |
| Molecular Weight | 295.3 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory