| Product Number | 4H15-1-L1 |
| CAS | 166438-88-6 |
| MDL Number | MFCD01765492 |
| Molecular Formula | C18H20N2O |
| Molecular Weight | 280.371 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H15-1-L1
CAS: 166438-88-6
Molecule Weight: 280.371
Formula: C18H20N2O
PN: 4H15-1-W4
CAS: 112253-26-6
Molecule Weight: 280.371
Formula: C18H20N2O
PN: 4H15-5-49
CAS: 1170029-77-2
Molecule Weight: 353.29
Formula: C18H22Cl2N2O
PN: 3H30-1-D2
CAS: 16154-69-1
Molecule Weight: 267.376
Formula: C17H21N3
PN: 4H37-1-N4
CAS: 1272756-65-6
Molecule Weight: 305.381
Formula: C19H19N3O
PN: 4H15-1-T0
CAS: 27913-99-1
Molecule Weight: 204.273
Formula: C12H16N2O
PN: 4H15-1-L2
CAS: 27913-98-0
Molecule Weight: 190.246
Formula: C11H14N2O
![4-[4-(4-Aminobenzoyl)piperazin-1-yl]benzonitrile](data:image/png;base64,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)
PN: 4H37-1-P3
CAS: 885949-73-5
Molecule Weight: 306.369
Formula: C18H18N4O
Melting Point: 73-75 ℃
TSCA: Not listed on TSCA inventory