| Product Number | 4H15-1-4V |
| Purity | 95 % |
| CAS | 886360-69-6 |
| MDL Number | MFCD04973728 |
| Molecular Formula | C17H19N3O |
| Molecular Weight | 281.359 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H15-1-4V
CAS: 886360-69-6
Molecule Weight: 281.359
Formula: C17H19N3O
PN: 4H21-1-DL
CAS: 886360-80-1
Molecule Weight: 297.358
Formula: C17H19N3O2
PN: 4H15-1-5J
CAS: 885949-58-6
Molecule Weight: 281.359
Formula: C17H19N3O
PN: 4H56-1-9A
CAS: 132521-70-1
Molecule Weight: 221.26
Formula: C11H15N3O2
PN: 4H21-1-3U
CAS: 278803-18-2
Molecule Weight: 207.233
Formula: C10H13N3O2
![(4-Aminophenyl)[4-(pyridin-2-yl)piperazin-1-yl]methanone](data:image/png;base64,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)
PN: 4H56-1-L3
CAS: 885949-69-9
Molecule Weight: 282.347
Formula: C16H18N4O
PN: 3H32-1-LU
CAS: 104395-86-0
Molecule Weight: 177.251
Formula: C10H15N3
PN: 4H23-1-1E
CAS: 132144-03-7
Molecule Weight: 221.26
Formula: C11H15N3O2
TSCA: Not listed on TSCA inventory