| Product Number | 3H32-3-07 |
| Purity | 97 % |
| CAS | 70931-28-1 |
| MDL Number | MFCD00716891 |
| Molecular Formula | C11H15FN2 |
| Molecular Weight | 194.253 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H32-3-07
CAS: 70931-28-1
Molecule Weight: 194.253
Formula: C11H15FN2
PN: 4H56-3-Y2
CAS: 174561-11-6
Molecule Weight: 238.306
Formula: C13H19FN2O
PN: 3H31-3-34
CAS: 204013-06-9
Molecule Weight: 212.244
Formula: C11H14F2N2
PN: 3H31-3-10
CAS: 89292-78-4
Molecule Weight: 194.253
Formula: C11H15FN2
![(2-Aminoethyl)[(4-fluorophenyl)methyl]amine](data:image/png;base64,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)
PN: 3731-3-02
CAS: 2070-85-1
Molecule Weight: 168.215
Formula: C9H13FN2
PN: 3H31-3-2R
CAS: 364066-92-2
Molecule Weight: 222.307
Formula: C13H19FN2
PN: 3H31-3-37
CAS: 203860-01-9
Molecule Weight: 212.244
Formula: C11H14F2N2
![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
Melting Point: 64-65 ℃
Boiling Point: 108 ℃
Flash Point: >110 ℃
TSCA: Not listed on TSCA inventory