| Product Number | 2617-3-X1 |
| CAS | 81227-99-8 |
| MDL Number | MFCD06659550 |
| Molecular Formula | C15H13FO2 |
| Molecular Weight | 244.265 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 2617-3-X1
CAS: 81227-99-8
Molecule Weight: 244.265
Formula: C15H13FO2
![1-[3-Fluoro-4-(3-methylbenzyloxy)phenyl]-1-ethanone](data:image/png;base64,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)
PN: 2717-3-32
CAS: 885949-77-9
Molecule Weight: 258.292
Formula: C16H15FO2
PN: 2117-3-22
CAS: 1017779-29-1
Molecule Weight: 200.185
Formula: C10H10F2O2
PN: 2617-3-Z0
CAS: 72293-96-0
Molecule Weight: 244.265
Formula: C15H13FO2
![1-{4-[(2-Bromo-5-methoxybenzyl)oxy]-3-fluorophenyl}ethan-1-one](data:image/png;base64,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)
PN: 2617-B-41
CAS: 885949-81-5
Molecule Weight: 353.187
Formula: C16H14BrFO3
![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
![1-[3-Fluoro-4-(4-nitrobenzyloxy)phenyl]-1-ethanone](data:image/png;base64,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)
PN: 4754-3-19
CAS: 885949-79-1
Molecule Weight: 289.262
Formula: C15H12FNO4
PN: 2617-3-12
CAS: 455-91-4
Molecule Weight: 168.167
Formula: C9H9FO2
Melting Point: 82-85 ℃
TSCA: Not listed on TSCA inventory
HTN: 2914.70.4000