| Product Number | 4656-5-65 |
| CAS | 1424386-56-0 |
| MDL Number | MFCD28154691 |
| Molecular Formula | C16H11Cl2NO |
| Molecular Weight | 304.17 |
| Units | Price (USD) | Availability |
|---|
PN: 4656-5-65
CAS: 1424386-56-0
Molecule Weight: 304.17
Formula: C16H11Cl2NO
PN: 4656-5-64
CAS: 1424386-60-6
Molecule Weight: 338.61
Formula: C16H10Cl3NO
PN: 4756-5-53
CAS: 1424386-46-8
Molecule Weight: 283.76
Formula: C17H14ClNO
PN: 4656-5-66
CAS: 1424386-54-8
Molecule Weight: 304.17
Formula: C16H11Cl2NO
PN: 4656-5-63
CAS: 1424386-64-0
Molecule Weight: 368.64
Formula: C17H12Cl3NO2
PN: 4656-7-60
CAS: 1424386-52-6
Molecule Weight: 287.72
Formula: C16H11ClFNO
![2'-Amino-3'-chloro-[1,1'-biphenyl]-2-ol](data:image/png;base64,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)
PN: 4656-5-70
CAS: 1424386-23-1
Molecule Weight: 219.67
Formula: C12H10ClNO
![2'-Amino-3'-chloro-3-methyl-[1,1'-biphenyl]-2-ol](data:image/png;base64,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)
PN: 4756-5-55
CAS: 1823566-03-5
Molecule Weight: 233.7
Formula: C13H12ClNO
TSCA: Not listed on TSCA inventory