| Product Number | 4623-7-02 |
| CAS | 1175857-13-2 |
| MDL Number | MFCD11888472 |
| Molecular Formula | C14H8ClFO3 |
| Molecular Weight | 278.66 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4623-7-02
CAS: 1175857-13-2
Molecule Weight: 278.66
Formula: C14H8ClFO3
PN: 2623-3-32
CAS: 444065-24-1
Molecule Weight: 244.221
Formula: C14H9FO3
![3-[(2-Chloro-6-fluorobenzyl)oxy]benzaldehyde](data:image/png;base64,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)
PN: 2615-7-05
CAS: 336879-99-3
Molecule Weight: 264.68
Formula: C14H10ClFO2
PN: 2617-3-51
CAS: 400878-26-4
Molecule Weight: 278.71
Formula: C15H12ClFO2
![4-[(2-Chloro-6-fluorophenyl)methoxy]-3-ethoxybenzaldehyde](data:image/png;base64,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)
PN: 2715-7-02
CAS: 309936-80-9
Molecule Weight: 308.73
Formula: C16H14ClFO3
![4-[(2-Chloro-6-fluorobenzyl)oxy]-3-methoxybenzaldehyde](data:image/png;base64,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)
PN: 2615-7-03
CAS: 306934-75-8
Molecule Weight: 294.71
Formula: C15H12ClFO3
PN: 2623-3-00
CAS: 444076-31-7
Molecule Weight: 244.221
Formula: C14H9FO3
PN: 2617-7-04
CAS: 306934-77-0
Molecule Weight: 278.71
Formula: C15H12ClFO2
TSCA: Not listed on TSCA inventory