![(S)-N-Methyl-1-[3,5-bis(trifluoromethyl)phenyl]ethylamine](data:image/png;base64,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)
| Product Number | 3831-3-S1 |
| CAS | 511256-36-3 |
| MDL Number | MFCD07779108 |
| Molecular Formula | C11H11F6N |
| Molecular Weight | 271.206 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory