![N1-(2,6-Dimethylphenyl)-2,2-dichloro-2-[(2,4-dichloroanilino)thio]acetamide](data:image/png;base64,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)
| Product Number | 8769-5-09 |
| CAS | 218144-60-6 |
| MDL Number | MFCD00116222 |
| Molecular Formula | C16H14Cl4N2OS |
| Molecular Weight | 424.16 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory