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chloride](data:image/png;base64,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)
| Product Number | 6662-5-22 |
| CAS | 885950-92-5 |
| MDL Number | MFCD01631883 |
| Molecular Formula | C12H7Cl3O2S |
| Molecular Weight | 321.6 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 6662-5-22
CAS: 885950-92-5
Molecule Weight: 321.6
Formula: C12H7Cl3O2S
PN: 6662-5-14
CAS: 731779-90-1
Molecule Weight: 321.6
Formula: C12H7Cl3O2S
![4'-Chloro-[1,1'-biphenyl]-3-sulfonyl chloride](data:image/png;base64,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)
PN: 6762-5-X1
CAS: 501697-62-7
Molecule Weight: 287.15
Formula: C12H8Cl2O2S
PN: P612-A-72
CAS: 65685-01-0
Molecule Weight: 252.71
Formula: C12H9ClO2S
![4'-Methyl-[1,1'-biphenyl]-3-sulfonyl chloride](data:image/png;base64,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)
PN: 6762-5-X0
CAS: 885950-93-6
Molecule Weight: 266.74
Formula: C13H11ClO2S
![3,5-Dichloro-[1,1'-biphenyl]-4'-sulfonyl chloride](data:image/png;base64,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)
PN: 6662-5-13
CAS: 885267-95-8
Molecule Weight: 321.6
Formula: C12H7Cl3O2S
![4'-Methoxy-[1,1'-biphenyl]-3-sulfonyl chloride](data:image/png;base64,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)
PN: 6662-5-15
CAS: 799283-94-6
Molecule Weight: 282.74
Formula: C13H11ClO3S
TSCA: Not listed on TSCA inventory