| Product Number | 4637-5-P0 |
| CAS | 79185-31-2 |
| MDL Number | MFCD01935684 |
| Molecular Formula | C14H10ClNO |
| Molecular Weight | 243.69 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4637-5-P0
CAS: 79185-31-2
Molecule Weight: 243.69
Formula: C14H10ClNO
![2-{4-[(4-Chlorobenzyl)oxy]phenyl}acetonitrile](data:image/png;base64,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)
PN: 4637-5-Z3
CAS: 175135-36-1
Molecule Weight: 257.72
Formula: C15H12ClNO
![4-[(2-Methylphenyl)methoxy]benzonitrile](data:image/png;base64,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)
PN: 4737-1-41
CAS: 172167-22-5
Molecule Weight: 223.275
Formula: C15H13NO
PN: 4637-3-T2
CAS: 852690-97-2
Molecule Weight: 227.238
Formula: C14H10FNO
![2-{4-[(3,4-Dichlorobenzyl)oxy]phenyl}acetonitrile](data:image/png;base64,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)
PN: 4637-5-Z4
CAS: 175135-34-9
Molecule Weight: 292.16
Formula: C15H11Cl2NO
![4-[(2,4-Dichlorobenzyl)oxy]benzaldehyde](data:image/png;base64,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)
PN: 2615-5-18
CAS: 70627-17-7
Molecule Weight: 281.13
Formula: C14H10Cl2O2
Melting Point: 99 ℃
TSCA: Not listed on TSCA inventory
