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)
| Product Number | 2621-3-39 |
| CAS | 331760-41-9 |
| MDL Number | MFCD04117386 |
| Molecular Formula | C13H8F2O2 |
| Molecular Weight | 234.202 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 2621-3-39
CAS: 331760-41-9
Molecule Weight: 234.202
Formula: C13H8F2O2
![2'-fluoro[1,1'-biphenyl]-4-carboxylic acid](data:image/png;base64,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)
PN: 2621-3-Y0
CAS: 365-12-8
Molecule Weight: 216.211
Formula: C13H9FO2
![4'-Fluoro-[1,1'-biphenyl]-4-carboxylic acid](data:image/png;base64,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)
PN: 2621-3-31
CAS: 5731-10-2
Molecule Weight: 216.211
Formula: C13H9FO2
PN: 2623-3-96
CAS: 259269-56-2
Molecule Weight: 230.238
Formula: C14H11FO2
![3,4-Difluoro-[1,1'-biphenyl]-4'-carboxylic acid](data:image/png;base64,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)
PN: 2621-3-Z2
CAS: 505082-81-5
Molecule Weight: 234.202
Formula: C13H8F2O2
PN: 2623-3-0V
CAS: 80254-87-1
Molecule Weight: 230.238
Formula: C14H11FO2
PN: 2601-3-0B
CAS: 773872-57-4
Molecule Weight: 202.228
Formula: C13H11FO
![3'-Fluoro[1,1'-biphenyl]-4-carboxylic acid](data:image/png;base64,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)
PN: 2621-3-Z5
CAS: 1841-58-3
Molecule Weight: 216.211
Formula: C13H9FO2
Melting Point: 245-248 ℃
Hazard Statement: H315-H319-H335
TSCA: Not listed on TSCA inventory