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)
| Product Number | 4H56-1-1A |
| Synonyms | 2'-Amino-5'-(4-hydroxypiperidin-1-yl)acetophenone; 2-Acetyl-4-(4-hydroxypiperidin-1-yl)aniline |
| CAS | 359841-43-3 |
| MDL Number | MFCD08276932 |
| Molecular Formula | C13H18N2O2 |
| Molecular Weight | 234.299 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-1-1A
CAS: 359841-43-3
Molecule Weight: 234.299
Formula: C13H18N2O2
![1-[2-Amino-5-(piperidin-1-yl)phenyl]ethan-1-one](data:image/png;base64,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)
PN: 4H56-1-M9
CAS: 60283-14-9
Molecule Weight: 218.3
Formula: C13H18N2O
![1-[2-Amino-5-(4-methylpiperidin-1-yl)phenyl]ethan-1-one](data:image/png;base64,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)
PN: 4H56-1-M8
CAS: 886361-39-3
Molecule Weight: 232.327
Formula: C14H20N2O
PN: 4H30-1-3J
CAS: 56915-84-5
Molecule Weight: 204.273
Formula: C12H16N2O
PN: 4H30-1-3L
CAS: 886361-37-1
Molecule Weight: 232.327
Formula: C14H20N2O
![1-[2-Amino-5-(morpholin-4-yl)phenyl]ethanone](data:image/png;base64,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)
PN: 4H57-1-X5
CAS: 98440-50-7
Molecule Weight: 220.272
Formula: C12H16N2O2
Melting Point: 184-186 ℃
TSCA: Not listed on TSCA inventory
