![1-[2-(4-Fluorophenyl)ethyl]-2,6-dimethylpiperazine](data:image/png;base64,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)
| Product Number | 3H31-3-94 |
| CAS | 1017205-44-5 |
| MDL Number | MFCD09894502 |
| Molecular Formula | C14H21FN2 |
| Molecular Weight | 236.334 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H31-3-94
CAS: 1017205-44-5
Molecule Weight: 236.334
Formula: C14H21FN2
![1-[2-(4-Fluorophenyl)ethyl]piperazine dihydrochloride](data:image/png;base64,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)
PN: 3H32-7-1W
CAS: 113240-18-9
Molecule Weight: 281.2
Formula: C12H19Cl2FN2
![1-[2-(2-Fluorophenyl)ethyl]piperazine dihydrochloride](data:image/png;base64,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)
PN: 3H32-7-1V
CAS: 1266694-49-8
Molecule Weight: 281.2
Formula: C12H19Cl2FN2
PN: 4H17-7-10
CAS: 1019058-85-5
Molecule Weight: 295.18
Formula: C12H17Cl2FN2O
![1-[2-(3-Fluorophenyl)ethyl]piperazine dihydrochloride](data:image/png;base64,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)
PN: 3H31-7-1A
CAS: 188400-93-3
Molecule Weight: 281.2
Formula: C12H19Cl2FN2
TSCA: Not listed on TSCA inventory
