| Product Number | 4756-5-27 |
| CAS | 870061-70-4 |
| MDL Number | MFCD03840023 |
| Molecular Formula | C14H16ClNO2 |
| Molecular Weight | 265.74 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4756-5-27
CAS: 870061-70-4
Molecule Weight: 265.74
Formula: C14H16ClNO2
PN: 4756-5-18
CAS: 31963-35-6
Molecule Weight: 235.71
Formula: C13H14ClNO
PN: 4756-5-26
CAS: 1171318-10-7
Molecule Weight: 249.74
Formula: C14H16ClNO
PN: 4756-5-23
CAS: 870061-76-0
Molecule Weight: 249.74
Formula: C14H16ClNO
PN: 4756-5-21
CAS: 1171721-42-8
Molecule Weight: 265.74
Formula: C14H16ClNO2
![[4-(2-Methoxyphenoxy)phenyl]methylamine hydrochloride](data:image/png;base64,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)
PN: 4707-5-X0
CAS: 1169974-82-6
Molecule Weight: 265.74
Formula: C14H16ClNO2
PN: 4656-1-91
CAS: 361394-74-3
Molecule Weight: 213.28
Formula: C14H15NO
PN: 4756-5-24
CAS: 1172923-95-3
Molecule Weight: 249.74
Formula: C14H16ClNO
TSCA: Not listed on TSCA inventory