| Product Number | 4H15-5-49 |
| CAS | 1170029-77-2 |
| MDL Number | MFCD11226767 |
| Molecular Formula | C18H22Cl2N2O |
| Molecular Weight | 353.29 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H15-5-49
CAS: 1170029-77-2
Molecule Weight: 353.29
Formula: C18H22Cl2N2O
PN: 4H15-1-W4
CAS: 112253-26-6
Molecule Weight: 280.371
Formula: C18H20N2O
PN: 4H15-1-L1
CAS: 166438-88-6
Molecule Weight: 280.371
Formula: C18H20N2O
PN: 4H37-1-N4
CAS: 1272756-65-6
Molecule Weight: 305.381
Formula: C19H19N3O
PN: 4H15-1-1A
CAS: 85803-62-9
Molecule Weight: 204.273
Formula: C12H16N2O
![2-[4-(2-Formylphenyl)piperazino]benzaldehyde](data:image/png;base64,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)
PN: 4H15-1-0X
CAS: 112253-19-7
Molecule Weight: 294.354
Formula: C18H18N2O2
PN: 4H15-1-H0
CAS: 736991-52-9
Molecule Weight: 190.246
Formula: C11H14N2O
PN: 3H30-1-D2
CAS: 16154-69-1
Molecule Weight: 267.376
Formula: C17H21N3
TSCA: Not listed on TSCA inventory