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)
| Product Number | 2629-3-X2 |
| Synonyms | Diflunisal |
| CAS | 22494-42-4 |
| MDL Number | MFCD00057834 |
| Molecular Formula | C13H8F2O3 |
| Molecular Weight | 250.201 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 2629-3-X2
CAS: 22494-42-4
Molecule Weight: 250.201
Formula: C13H8F2O3
![4'-Fluoro-4-hydroxy-[1,1'-biphenyl]-3-carboxylic acid](data:image/png;base64,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)
PN: 2629-3-X3
CAS: 22510-33-4
Molecule Weight: 232.21
Formula: C13H9FO3
PN: 2621-3-5R
CAS: 656304-77-7
Molecule Weight: 234.202
Formula: C13H8F2O2
![3'-Fluoro-4-hydroxy-[1,1'-biphenyl]-3-carboxylic acid](data:image/png;base64,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)
PN: 2629-3-12
CAS: 22494-43-5
Molecule Weight: 232.21
Formula: C13H9FO3
![2'-Fluoro-[1,1'-biphenyl]-3-carboxylic acid](data:image/png;base64,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)
PN: 2621-3-X2
CAS: 103978-23-0
Molecule Weight: 216.211
Formula: C13H9FO2
![4-Hydroxy-3'-methyl[1,1'-biphenyl]-3-carboxylic acid](data:image/png;base64,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)
PN: 2729-1-35
CAS: 400747-48-0
Molecule Weight: 228.247
Formula: C14H12O3
![4-Hydroxy-4'-methyl-[1,1'-biphenyl]-3-carboxylic acid](data:image/png;base64,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)
PN: 2729-1-33
CAS: 43029-70-5
Molecule Weight: 228.247
Formula: C14H12O3
PN: 2621-3-2E
CAS: 177942-40-4
Molecule Weight: 216.211
Formula: C13H9FO2
TSCA: Not listed on TSCA inventory
HTN: 2918.29.6500
EINECS: 245-034-9