![1-[2-(2-Fluorophenyl)ethyl]piperazine dihydrochloride](data:image/png;base64,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)
| Product Number | 3H32-7-1V |
| CAS | 1266694-49-8 |
| MDL Number | MFCD21090446 |
| Molecular Formula | C12H19Cl2FN2 |
| Molecular Weight | 281.2 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory