| Product Number | 4H56-1-ZC |
| CAS | 91517-26-9 |
| MDL Number | MFCD05864677 |
| Molecular Formula | C11H16N2O |
| Molecular Weight | 192.262 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-1-ZC
CAS: 91517-26-9
Molecule Weight: 192.262
Formula: C11H16N2O
![1-[1-(4-Methoxyphenyl)ethyl]piperazine](data:image/png;base64,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)
PN: 4H07-1-25
CAS: 517856-55-2
Molecule Weight: 220.316
Formula: C13H20N2O
PN: 4H07-1-0K
CAS: 1005275-85-3
Molecule Weight: 246.354
Formula: C15H22N2O
PN: 4H08-1-07
CAS: 65709-47-9
Molecule Weight: 252.314
Formula: C13H20N2O3
![[(4-Methoxyphenyl)phenylmethyl]piperazine dihydrochloride](data:image/png;base64,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)
PN: 4H07-5-39
CAS: 1171772-44-3
Molecule Weight: 355.3
Formula: C18H24Cl2N2O
PN: 4H54-1-98
CAS: 65709-24-2
Molecule Weight: 206.245
Formula: C11H14N2O2
PN: 4H30-1-91
CAS: 31466-55-4
Molecule Weight: 220.316
Formula: C13H20N2O
TSCA: Not listed on TSCA inventory
