![1-(2-Thienylthio)-3-{[3-(trifluoromethyl)benzyl]thio}propan-2-ol](data:image/png;base64,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)
| Product Number | 6H66-3-02 |
| CAS | 648427-29-6 |
| MDL Number | MFCD00115048 |
| Molecular Formula | C15H15F3OS3 |
| Molecular Weight | 364.46 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory