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2-[(2,6-dichlorobenzyl)thio]acetate](data:image/png;base64,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)
| Product Number | 6766-5-02 |
| CAS | 118608-90-5 |
| MDL Number | MFCD00728862 |
| Molecular Formula | C10H10Cl2O2S |
| Molecular Weight | 265.15 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory