| Product Number | 2718-1-X2 |
| Purity | 95 % |
| CAS | 69736-33-0 |
| MDL Number | MFCD08705878 |
| Molecular Formula | C15H14O4 |
| Molecular Weight | 258.273 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2718-1-X2
CAS: 69736-33-0
Molecule Weight: 258.273
Formula: C15H14O4
PN: 2720-1-13
CAS: 59229-14-0
Molecule Weight: 364.397
Formula: C22H20O5
![1-[3-(Benzyloxy)phenyl]ethan-1-one](data:image/png;base64,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)
PN: 2617-1-X6
CAS: 34068-01-4
Molecule Weight: 226.275
Formula: C15H14O2
![1-[3,5-Bis(benzyloxy)phenyl]ethan-1-one](data:image/png;base64,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)
PN: 2717-1-X4
CAS: 28924-21-2
Molecule Weight: 332.399
Formula: C22H20O3
PN: 2620-1-63
CAS: 30992-63-3
Molecule Weight: 242.274
Formula: C15H14O3
![3'-{2-[4-(Benzyloxy)phenoxy]ethoxy}acetophenone](data:image/png;base64,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)
PN: 2717-1-34
CAS: 937601-88-2
Molecule Weight: 362.425
Formula: C23H22O4
![3'-{3-[4-(Benzyloxy)phenoxy]propoxy}acetophenone](data:image/png;base64,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)
PN: 2717-1-36
CAS: 937602-09-0
Molecule Weight: 376.452
Formula: C24H24O4
Hazard Statement: H315-H319-H335
TSCA: Not listed on TSCA inventory
