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hydrochloride](data:image/png;base64,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)
| Product Number | 4H56-5-P8 |
| Synonyms | Benzyl 4-(piperazin-1-yl)phenyl ether hydrochloride |
| Purity | 97 % |
| CAS | 321132-21-2 |
| MDL Number | MFCD00191210 |
| Molecular Formula | C17H21ClN2O |
| Molecular Weight | 304.82 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-5-P8
CAS: 321132-21-2
Molecule Weight: 304.82
Formula: C17H21ClN2O
PN: 4H56-1-922
CAS: 868064-49-7
Molecule Weight: 282.387
Formula: C18H22N2O
PN: 4H07-1-29
CAS: 46415-29-6
Molecule Weight: 206.289
Formula: C12H18N2O
PN: 4H56-5-16
CAS: 38869-47-5
Molecule Weight: 228.72
Formula: C11H17ClN2O
PN: 4H07-1-27
CAS: 38212-30-5
Molecule Weight: 192.262
Formula: C11H16N2O
![1-{3-[(3-Fluorophenyl)methoxy]phenyl}piperazine hydrochloride](data:image/png;base64,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)
PN: 4H07-7-26
CAS: 1225290-89-0
Molecule Weight: 322.81
Formula: C17H20ClFN2O
PN: 4H56-1-960
CAS: 868064-66-8
Molecule Weight: 220.316
Formula: C13H20N2O
Melting Point: 210 ℃
TSCA: Not listed on TSCA inventory