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)
| Product Number | 2617-3-93 |
| CAS | 886762-38-5 |
| MDL Number | MFCD04039238 |
| Molecular Formula | C14H11FO |
| Molecular Weight | 214.239 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2617-3-93
CAS: 886762-38-5
Molecule Weight: 214.239
Formula: C14H11FO
![4'-Fluoro-[1,1'-biphenyl]-3-carboxaldehyde](data:image/png;base64,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)
PN: 2615-3-Y8
CAS: 164334-74-1
Molecule Weight: 200.212
Formula: C13H9FO
![1-[3-(2-Fluorophenyl)phenyl]ethanone](data:image/png;base64,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)
PN: 2617-3-87
CAS: 893738-82-4
Molecule Weight: 214.239
Formula: C14H11FO
![1-(3'-Fluoro[1,1-biphenyl]-3-yl)ethanone](data:image/png;base64,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)
PN: 2617-3-99
CAS: 886762-37-4
Molecule Weight: 214.239
Formula: C14H11FO
![3'-Acetyl[1,1'-biphenyl]-3-carboxaldehyde](data:image/png;base64,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)
PN: 2617-1-21
CAS: 400748-76-7
Molecule Weight: 224.259
Formula: C15H12O2
![1-(3'-Methyl[1,1'-biphenyl]-3-yl)ethanone](data:image/png;base64,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)
PN: 2717-1-27
CAS: 893734-40-2
Molecule Weight: 210.276
Formula: C15H14O
![3'-Acetyl[1,1'-biphenyl]-4-carboxaldehyde](data:image/png;base64,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)
PN: 2617-1-22
CAS: 400750-70-1
Molecule Weight: 224.259
Formula: C15H12O2
TSCA: Not listed on TSCA inventory
