![O-[2-(3,5-Dichlorophenyl)-6-(methoxymethyl)pyrimidin-4-yl] O,O-dimethyl phosphothioate](data:image/png;base64,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)
| Product Number | 8H75-5-22 |
| CAS | 680214-67-9 |
| MDL Number | MFCD00238882 |
| Molecular Formula | C14H15Cl2N2O4PS |
| Molecular Weight | 409.22 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory