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)
| Product Number | 2621-5-12 |
| CAS | 168619-03-2 |
| MDL Number | MFCD03424596 |
| Molecular Formula | C13H9ClO2 |
| Molecular Weight | 232.66 |
| Units | Price (USD) | Availability |
|---|
PN: 2621-5-12
CAS: 168619-03-2
Molecule Weight: 232.66
Formula: C13H9ClO2
![4'-Chloro-[1,1'-biphenyl]-3-carboxylic acid](data:image/png;base64,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)
PN: 2621-5-15
CAS: 4655-10-1
Molecule Weight: 232.66
Formula: C13H9ClO2
![2'-Chloro-[1,1'-biphenyl]-3-carboxaldehyde](data:image/png;base64,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)
PN: 2615-5-09
CAS: 675596-30-2
Molecule Weight: 216.66
Formula: C13H9ClO
![3'-Chloro-[1,1'-biphenyl]-3-carboxylic acid](data:image/png;base64,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)
PN: 2621-5-Y7
CAS: 168619-06-5
Molecule Weight: 232.66
Formula: C13H9ClO2
![3'-Methyl-[1,1'-biphenyl]-3-carboxylic acid](data:image/png;base64,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)
PN: 2721-1-X7
CAS: 158619-46-6
Molecule Weight: 212.248
Formula: C14H12O2
![3'-Formyl-[1,1'-biphenyl]-3-carboxylic acid](data:image/png;base64,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)
PN: 2629-1-V7
CAS: 222180-19-0
Molecule Weight: 226.231
Formula: C14H10O3
![1-(2'-Chloro[1,1-biphenyl]-3-yl)ethanone](data:image/png;base64,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)
PN: 2617-5-Y7
CAS: 675596-35-7
Molecule Weight: 230.69
Formula: C14H11ClO
TSCA: Not listed on TSCA inventory
