![(4-Aminophenyl)[4-(pyridin-2-yl)piperazin-1-yl]methanone](data:image/png;base64,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)
| Product Number | 4H56-1-L3 |
| Synonyms | 4-{[4-(Pyridin-2-yl)piperazin-1-yl]carbonyl}aniline; 2-[4-(4-Aminobenzoyl)piperazin-1-yl]pyridine; 1-(4-Aminobenzoyl)-4-(pyridin-2-yl)piperazine |
| CAS | 885949-69-9 |
| MDL Number | MFCD06659555 |
| Molecular Formula | C16H18N4O |
| Molecular Weight | 282.347 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-1-L3
CAS: 885949-69-9
Molecule Weight: 282.347
Formula: C16H18N4O
![6-{4-[(4-Fluorophenyl)carbonyl]piperazin-1-yl}pyridin-3-amine](data:image/png;base64,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)
PN: 4H30-3-28
CAS: 1017171-62-8
Molecule Weight: 300.337
Formula: C16H17FN4O
PN: 4H15-1-4V
CAS: 886360-69-6
Molecule Weight: 281.359
Formula: C17H19N3O
![(4-Aminophenyl)[4-(pyrimidin-2-yl)piperazin-1-yl]methanone](data:image/png;base64,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)
PN: 4H56-1-L4
CAS: 885949-72-4
Molecule Weight: 283.335
Formula: C15H17N5O
PN: 4H15-1-5J
CAS: 885949-58-6
Molecule Weight: 281.359
Formula: C17H19N3O
PN: 4H48-1-QG
CAS: 419556-94-8
Molecule Weight: 205.261
Formula: C11H15N3O
Melting Point: 138 ℃
TSCA: Not listed on TSCA inventory