![1-Methyl-2-[3-(trifluoromethyl)phenylthio]indole-3-carboxaldehyde](data:image/png;base64,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)
| Product Number | 8H66-3-98 |
| CAS | 338416-52-7 |
| MDL Number | MFCD01568347 |
| Molecular Formula | C17H12F3NOS |
| Molecular Weight | 335.34 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 165-167 ℃
TSCA: Not listed on TSCA inventory