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4-[(3-fluorobenzyl)oxy]benzenecarboxylate](data:image/png;base64,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)
| Product Number | 2623-3-19 |
| CAS | 454473-78-0 |
| MDL Number | MFCD01568714 |
| 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: 2623-3-19
CAS: 454473-78-0
Molecule Weight: 260.264
Formula: C15H13FO3
PN: 2621-3-X0
CAS: 405-85-6
Molecule Weight: 246.237
Formula: C14H11FO3
![4-[(3,5-Difluorobenzyl)oxy]benzaldehyde](data:image/png;base64,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)
PN: 2715-3-00
CAS: 259132-33-7
Molecule Weight: 248.229
Formula: C14H10F2O2
PN: 2623-3-Y3
CAS: 369-30-2
Molecule Weight: 184.166
Formula: C9H9FO3
PN: 2623-3-3K
CAS: 329-45-3
Molecule Weight: 202.157
Formula: C9H8F2O3
PN: 2615-3-Y7
CAS: 56442-17-2
Molecule Weight: 230.238
Formula: C14H11FO2
Melting Point: 71-73 ℃
TSCA: Not listed on TSCA inventory
