| Product Number | 2620-1-72 |
| CAS | 1083181-35-4 |
| MDL Number | MFCD11559033 |
| Molecular Formula | C22H20O5 |
| Molecular Weight | 364.397 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2620-1-72
CAS: 1083181-35-4
Molecule Weight: 364.397
Formula: C22H20O5
![1-[4-(Benzyloxy)-2,3-dihydroxyphenyl]ethan-1-one](data:image/png;base64,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)
PN: 2720-1-44
CAS: 69114-99-4
Molecule Weight: 258.273
Formula: C15H14O4
![1-[4-(Benzyloxy)-2-hydroxy-3-methoxyphenyl]ethan-1-one](data:image/png;base64,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)
PN: 2720-1-23
CAS: 52249-85-1
Molecule Weight: 272.3
Formula: C16H16O4
PN: 2715-1-26
CAS: 14382-86-6
Molecule Weight: 272.3
Formula: C16H16O4
PN: 2720-1-19
CAS: 4047-24-9
Molecule Weight: 242.274
Formula: C15H14O3
![1-[2-Hydroxy-4-(4-methylbenzyloxy)phenyl]-1-ethanone](data:image/png;base64,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)
PN: 2720-1-16
CAS: 885949-75-7
Molecule Weight: 256.301
Formula: C16H16O3
PN: 2720-1-X3
CAS: 73640-74-1
Molecule Weight: 256.301
Formula: C16H16O3
![1-[2-(Benzyloxy)-5-methylphenyl]ethanone](data:image/png;base64,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)
PN: 2717-1-92
CAS: 36808-17-0
Molecule Weight: 240.302
Formula: C16H16O2
TSCA: Not listed on TSCA inventory