| Product Number | 4H58-3-7Q |
| CAS | 1346597-48-5 |
| MDL Number | MFCD20134209 |
| Molecular Formula | C18H19FN2O2 |
| Molecular Weight | 314.36 |
| Units | Price (USD) | Availability |
|---|
PN: 4H58-3-7Q
CAS: 1346597-48-5
Molecule Weight: 314.36
Formula: C18H19FN2O2
PN: 4H58-3-7P
CAS: 1346597-56-5
Molecule Weight: 328.387
Formula: C19H21FN2O2
PN: 4H58-3-7R
CAS: 948018-58-4
Molecule Weight: 252.289
Formula: C13H17FN2O2
PN: 4H58-3-Y2
CAS: 1430223-87-2
Molecule Weight: 256.253
Formula: C12H14F2N2O2
PN: 4H58-3-W1
CAS: 812643-49-5
Molecule Weight: 274.243
Formula: C12H13F3N2O2
PN: 4658-3-58
CAS: 1404196-20-8
Molecule Weight: 277.271
Formula: C15H13F2NO2
![(4-Aminophenyl)[4-(2-fluorophenyl)piperazino]methanone](data:image/png;base64,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)
PN: 4H48-3-18
CAS: 885949-71-3
Molecule Weight: 299.349
Formula: C17H18FN3O
PN: 4H58-3-Y7
CAS: 1858251-84-9
Molecule Weight: 270.28
Formula: C13H16F2N2O2
TSCA: Not listed on TSCA inventory