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)
| Product Number | 3H32-3-1P |
| Synonyms | 1-(4-Fluoro-alpha-phenylbenzyl)piperazine |
| CAS | 27064-89-7 |
| MDL Number | MFCD00426601 |
| Molecular Formula | C17H19FN2 |
| Molecular Weight | 270.351 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H32-3-W4
CAS: 27469-60-9
Molecule Weight: 288.342
Formula: C17H18F2N2
PN: 3H32-3-1P
CAS: 27064-89-7
Molecule Weight: 270.351
Formula: C17H19FN2
![1-[1-(4-Fluorophenyl)ethyl]piperazine](data:image/png;base64,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)
PN: 3H32-3-1Y
CAS: 516447-52-2
Molecule Weight: 208.28
Formula: C12H17FN2
![1-[1-(4-Fluorophenyl)ethyl]piperazine dihydrochloride](data:image/png;base64,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)
PN: 3H32-3-1Z
CAS: 1263378-99-9
Molecule Weight: 281.2
Formula: C12H19Cl2FN2
![[(4-Methylphenyl)phenylmethyl]piperazine](data:image/png;base64,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)
PN: 3H32-1-6G
CAS: 68240-63-1
Molecule Weight: 266.388
Formula: C18H22N2
PN: 3H44-3-14
CAS: 1018610-72-4
Molecule Weight: 194.253
Formula: C11H15FN2
PN: 3H32-3-07
CAS: 70931-28-1
Molecule Weight: 194.253
Formula: C11H15FN2
TSCA: Not listed on TSCA inventory
