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)
| Product Number | 2715-3-X4 |
| Synonyms | 2-[(4-Fluorobenzyl)oxy]-5-formylanisole; 1-Fluoro-4-[(4-formyl-2-methoxyphenoxy)methyl]benzene |
| Purity | 97 % |
| CAS | 321432-05-7 |
| MDL Number | MFCD00202628 |
| Molecular Formula | C15H13FO3 |
| Molecular Weight | 260.264 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 2715-3-X4
CAS: 321432-05-7
Molecule Weight: 260.264
Formula: C15H13FO3
![4-[(2-Fluorophenyl)methoxy]-3-methoxybenzaldehyde](data:image/png;base64,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)
PN: 2715-3-14
CAS: 423156-68-7
Molecule Weight: 260.264
Formula: C15H13FO3
PN: 2615-1-Z4
CAS: 2426-87-1
Molecule Weight: 242.274
Formula: C15H14O3
![3-Ethoxy-4-[(2-fluorophenyl)methoxy]benzaldehyde](data:image/png;base64,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)
PN: 2715-3-16
CAS: 423724-00-9
Molecule Weight: 274.291
Formula: C16H15FO3
PN: 2715-1-03
CAS: 60186-33-6
Molecule Weight: 256.301
Formula: C16H16O3
PN: 2615-1-68
CAS: 129047-38-7
Molecule Weight: 272.3
Formula: C16H16O4
PN: 2615-1-Y7
CAS: 6346-05-0
Molecule Weight: 242.274
Formula: C15H14O3
Melting Point: 80-82 ℃
Hazard Statement: H315-H319-H335
TSCA: Not listed on TSCA inventory
