![(R)-N-Methyl-1-[3,5-bis(trifluoromethyl)phenyl]ethylamine tosylate](data:image/png;base64,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)
| Product Number | 8869-3-R1 |
| CAS | 1000614-08-3 |
| MDL Number | MFCD08461630 |
| Molecular Formula | C18H19F6NO3S |
| Molecular Weight | 443.4 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory