![(3R)-1-[4-Fluoro-2-(trifluoromethyl)phenyl]-3-methylpiperazine](data:image/png;base64,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)
| Product Number | 3H32-3-2R |
| Purity | 96 % |
| CAS | 946399-84-4 |
| MDL Number | MFCD22689314 |
| Molecular Formula | C12H14F4N2 |
| Molecular Weight | 262.252 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory