![Cyclopropylmethyl 2-[(4-methylphenyl)thio]-4-(trifluoromethyl)pyrimidine-5-carboxylate](data:image/png;base64,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)
| Product Number | 8H66-3-69 |
| CAS | 648859-38-5 |
| MDL Number | MFCD00097906 |
| Molecular Formula | C17H15F3N2O2S |
| Molecular Weight | 368.37 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory