| Product Number | 4756-5-29 |
| CAS | 154108-16-4 |
| MDL Number | MFCD03840100 |
| Molecular Formula | C14H16ClNO |
| Molecular Weight | 249.74 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4756-5-29
CAS: 154108-16-4
Molecule Weight: 249.74
Formula: C14H16ClNO
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: 4756-5-28
CAS: 1172985-31-7
Molecule Weight: 249.74
Formula: C14H16ClNO
PN: 4756-5-30
CAS: 1171099-72-1
Molecule Weight: 265.74
Formula: C14H16ClNO2
![[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
![[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
![[4-(3-Methylphenoxy)phenyl]methanol](data:image/png;base64,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)
PN: 2707-1-37
CAS: 53818-56-7
Molecule Weight: 214.264
Formula: C14H14O2
TSCA: Not listed on TSCA inventory