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)
| Product Number | 4H15-1-58 |
| Synonyms | 1-(4-Formylbenzyl)-4-methylpiperazine |
| Purity | 97 % |
| CAS | 439691-80-2 |
| MDL Number | MFCD07772865 |
| Molecular Formula | C13H18N2O |
| Molecular Weight | 218.3 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H15-1-58
CAS: 439691-80-2
Molecule Weight: 218.3
Formula: C13H18N2O
![{4-[(4-Methylpiperazin-1-yl)methyl]phenyl}methylamine](data:image/png;base64,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)
PN: 3H30-1-V3
CAS: 515162-20-6
Molecule Weight: 219.332
Formula: C13H21N3
![4-[(4-Methylhomopiperazin-1-yl)methyl]benzaldehyde](data:image/png;base64,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)
PN: 4H15-1-U9
CAS: 884507-48-6
Molecule Weight: 232.327
Formula: C14H20N2O
![1-[(4-Methylphenyl)carbonyl]piperazine](data:image/png;base64,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)
PN: 4H48-1-7B
CAS: 111752-26-2
Molecule Weight: 204.273
Formula: C12H16N2O
PN: 3H30-1-T1
CAS: 4553-21-3
Molecule Weight: 219.332
Formula: C13H21N3
PN: 3H32-5-44
CAS: 5321-63-1
Molecule Weight: 249.18
Formula: C11H18Cl2N2
![3-[(4-Methylpiperazin-1-yl)methyl]benzaldehyde](data:image/png;base64,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)
PN: 4H15-1-80
CAS: 859850-88-7
Molecule Weight: 218.3
Formula: C13H18N2O
TSCA: Not listed on TSCA inventory
