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)
| Product Number | 2621-3-3A |
| CAS | 1841-57-2 |
| MDL Number | MFCD03002065 |
| Molecular Formula | C13H9FO2 |
| Molecular Weight | 216.211 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 2621-3-3A
CAS: 1841-57-2
Molecule Weight: 216.211
Formula: C13H9FO2
![4'-Formyl[1,1'-biphenyl]-2-carboxylic acid](data:image/png;base64,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)
PN: 2621-1-31
CAS: 112804-58-7
Molecule Weight: 226.231
Formula: C14H10O3
![4'-Methyl-[1,1'-biphenyl]-2-carboxylic acid](data:image/png;base64,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)
PN: 2721-1-58
CAS: 7148-03-0
Molecule Weight: 212.248
Formula: C14H12O2
![3'-Fluoro-[1,1'-biphenyl]-2-carboxylic acid](data:image/png;base64,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)
PN: 2621-3-17
CAS: 2094-03-3
Molecule Weight: 216.211
Formula: C13H9FO2
![4'-Fluoro-[1,1'-biphenyl]-2-carboxaldehyde](data:image/png;base64,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)
PN: 2615-3-X3
CAS: 192863-46-0
Molecule Weight: 200.212
Formula: C13H9FO
![2'-Formyl-[1,1'-biphenyl]-2-carboxylic acid](data:image/png;base64,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)
PN: 2629-1-V9
CAS: 6720-26-9
Molecule Weight: 226.231
Formula: C14H10O3
![[1,1'-Biphenyl]-2,2'-dicarboxylic acid](data:image/png;base64,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)
PN: 2621-1-51
CAS: 482-05-3
Molecule Weight: 242.23
Formula: C14H10O4
TSCA: Not listed on TSCA inventory
