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dihydrochloride](data:image/png;base64,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)
| Product Number | 3H32-7-1X |
| CAS | 1266686-50-3 |
| MDL Number | MFCD21090452 |
| Molecular Formula | C13H21Cl2FN2 |
| Molecular Weight | 295.22 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H32-7-1X
CAS: 1266686-50-3
Molecule Weight: 295.22
Formula: C13H21Cl2FN2
![1-[3-(4-Fluorophenyl)propyl]piperazine dihydrochloride](data:image/png;base64,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)
PN: 3H32-7-1Z
CAS: 1266690-58-7
Molecule Weight: 295.22
Formula: C13H21Cl2FN2
![1-[3-(3-Fluorophenyl)propyl]piperazine dihydrochloride](data:image/png;base64,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)
PN: 3H32-7-1Y
CAS: 1266689-11-5
Molecule Weight: 295.22
Formula: C13H21Cl2FN2
PN: 3H32-1-89
CAS: 55455-92-0
Molecule Weight: 204.317
Formula: C13H20N2
PN: 4H17-7-11
CAS: 1266694-35-2
Molecule Weight: 272.75
Formula: C13H18ClFN2O
PN: 3H44-3-16
CAS: 180161-17-5
Molecule Weight: 179.238
Formula: C11H14FN
TSCA: Not listed on TSCA inventory