![1-Methyl-2-[3-(trifluoromethyl)phenoxy]-1H-indole-3-carboxaldehyde](data:image/png;base64,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)
| Product Number | 4H15-3-52 |
| CAS | 338416-72-1 |
| MDL Number | MFCD01315829 |
| Molecular Formula | C17H12F3NO2 |
| Molecular Weight | 319.283 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 151-153 ℃
TSCA: Not listed on TSCA inventory