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hydrochloride](data:image/png;base64,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)
| Product Number | 4656-5-X7 |
| Synonyms | 4-(4-Chlorophenoxy)benzylamine hydrochloride; 4-(Aminomethyl)-4'-chlorodiphenyl ether hydrochloride |
| CAS | 262862-71-5 |
| MDL Number | MFCD02089410 |
| 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-X7
CAS: 262862-71-5
Molecule Weight: 270.15
Formula: C13H13Cl2NO
PN: 4756-5-31
CAS: 1170147-57-5
Molecule Weight: 270.15
Formula: C13H13Cl2NO
![[4-(4-Methylphenoxy)phenyl]methylamine hydrochloride](data:image/png;base64,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)
PN: 4656-5-X8
CAS: 262862-66-8
Molecule Weight: 249.74
Formula: C14H16ClNO
PN: 4630-5-0K
CAS: 792158-57-7
Molecule Weight: 233.7
Formula: C13H12ClNO
![[4-(4-Methoxyphenoxy)phenyl]methanamine](data:image/png;base64,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)
PN: 4630-1-0H
CAS: 477868-65-8
Molecule Weight: 229.279
Formula: C14H15NO2
PN: 2615-5-16
CAS: 61343-99-5
Molecule Weight: 232.66
Formula: C13H9ClO2
![[3-(4-Chlorophenoxy)phenyl]methylamine hydrochloride](data:image/png;base64,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)
PN: 4656-5-X6
CAS: 1171023-50-9
Molecule Weight: 270.15
Formula: C13H13Cl2NO
TSCA: Not listed on TSCA inventory
