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)
| Product Number | 2615-3-X2 |
| CAS | 400750-09-6 |
| MDL Number | MFCD03424620 |
| Molecular Formula | C13H9FO |
| Molecular Weight | 200.212 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2615-3-X2
CAS: 400750-09-6
Molecule Weight: 200.212
Formula: C13H9FO
![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'-Fluoro-[1,1'-biphenyl]-3-carboxylic acid](data:image/png;base64,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)
PN: 2621-3-X3
CAS: 168619-04-3
Molecule Weight: 216.211
Formula: C13H9FO2
![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
![3'-Fluoro-[1,1'-biphenyl]-4-carboxaldehyde](data:image/png;base64,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)
PN: 2615-3-37
CAS: 400750-63-2
Molecule Weight: 200.212
Formula: C13H9FO
PN: 2621-3-2W
CAS: 1082565-35-2
Molecule Weight: 216.211
Formula: C13H9FO2
![2'-Fluoro-[1,1'-biphenyl]-3-carboxaldehyde](data:image/png;base64,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)
PN: 2615-3-86
CAS: 676348-33-7
Molecule Weight: 200.212
Formula: C13H9FO
![1-(3'-Fluoro[1,1-biphenyl]-4-yl)ethanone](data:image/png;base64,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)
PN: 2617-3-98
CAS: 5002-42-6
Molecule Weight: 214.239
Formula: C14H11FO
TSCA: Not listed on TSCA inventory
HTN: 2913.00.4000