| Product Number | 4637-3-Q8 |
| Purity | 97 % |
| CAS | 446275-89-4 |
| MDL Number | MFCD01316984 |
| Molecular Formula | C21H14FNO |
| Molecular Weight | 315.347 |
| Units | Price (USD) | Availability |
|---|
PN: 4637-3-Q8
CAS: 446275-89-4
Molecule Weight: 315.347
Formula: C21H14FNO
![2-[4-(4-Fluorobenzoyl)phenyl]-2-(4-fluorophenyl)acetonitrile](data:image/png;base64,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)
PN: 4637-3-P3
CAS: 339115-12-7
Molecule Weight: 333.338
Formula: C21H13F2NO
![2-[4-(4-Fluorobenzoyl)phenyl]-2-phenylacetonitrile](data:image/png;base64,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)
PN: 4637-3-P1
CAS: 338791-81-4
Molecule Weight: 315.347
Formula: C21H14FNO
![2-[4-(4-Fluorobenzoyl)phenyl]-2-(4-methylphenyl)acetonitrile](data:image/png;base64,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)
PN: 4737-3-X5
CAS: 339115-18-3
Molecule Weight: 329.374
Formula: C22H16FNO
PN: 4637-1-M2
CAS: 338791-77-8
Molecule Weight: 297.357
Formula: C21H15NO
![2-(4-Bromophenyl)-2-[4-(4-fluorobenzoyl)phenyl]acetonitrile](data:image/png;base64,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)
PN: 4637-B-X7
CAS: 339115-52-5
Molecule Weight: 394.243
Formula: C21H13BrFNO
![2-[4-(4-Fluorobenzoyl)phenyl]-2-(4-methoxyphenyl)acetonitrile](data:image/png;base64,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)
PN: 4637-3-P2
CAS: 339114-73-7
Molecule Weight: 345.373
Formula: C22H16FNO2
Melting Point: 89-90 ℃
TSCA: Not listed on TSCA inventory
