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hydrochloride](data:image/png;base64,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)
| Product Number | 4656-5-X6 |
| Synonyms | 3-(4-Chlorophenoxy)benzylamine hydrochloride; 3-(Aminomethyl)-4-chlorodiphenyl ether hydrochloride |
| CAS | 1171023-50-9 |
| MDL Number | MFCD02089409 |
| Molecular Formula | C13H13Cl2NO |
| Molecular Weight | 270.15 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4656-5-X6
CAS: 1171023-50-9
Molecule Weight: 270.15
Formula: C13H13Cl2NO
PN: 4656-5-X3
CAS: 376637-85-3
Molecule Weight: 235.71
Formula: C13H14ClNO
PN: 4756-5-X7
CAS: 154108-33-5
Molecule Weight: 265.74
Formula: C14H16ClNO2
PN: 4756-5-29
CAS: 154108-16-4
Molecule Weight: 249.74
Formula: C14H16ClNO
PN: 4756-5-28
CAS: 1172985-31-7
Molecule Weight: 249.74
Formula: C14H16ClNO
![[4-(4-Chlorophenoxy)phenyl]methylamine hydrochloride](data:image/png;base64,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)
PN: 4656-5-X7
CAS: 262862-71-5
Molecule Weight: 270.15
Formula: C13H13Cl2NO
PN: 4630-5-0K
CAS: 792158-57-7
Molecule Weight: 233.7
Formula: C13H12ClNO
PN: 4756-5-30
CAS: 1171099-72-1
Molecule Weight: 265.74
Formula: C14H16ClNO2
TSCA: Not listed on TSCA inventory