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)
| Product Number | 2617-5-04 |
| Purity | 95 % |
| CAS | 885949-84-8 |
| MDL Number | MFCD06659577 |
| Molecular Formula | C16H15ClO3 |
| Molecular Weight | 290.74 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2617-5-04
CAS: 885949-84-8
Molecule Weight: 290.74
Formula: C16H15ClO3
PN: 2715-5-X3
CAS: 66422-84-2
Molecule Weight: 246.69
Formula: C14H11ClO2
PN: 2715-5-04
CAS: 289662-11-9
Molecule Weight: 281.13
Formula: C14H10Cl2O2
![4'-[(3,4-Dichlorobenzyl)oxy]acetophenone](data:image/png;base64,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)
PN: 2717-5-X2
CAS: 170916-55-9
Molecule Weight: 295.16
Formula: C15H12Cl2O2
PN: 2618-5-04
CAS: 37612-52-5
Molecule Weight: 184.62
Formula: C9H9ClO2
PN: 2623-5-1U
CAS: 2484889-07-6
Molecule Weight: 353.24
Formula: C18H18Cl2O3
PN: 2617-5-0D
CAS: 4394-54-1
Molecule Weight: 198.65
Formula: C10H11ClO2
TSCA: Not listed on TSCA inventory