| Product Number | 4758-1-40 |
| CAS | 107351-59-7 |
| MDL Number | MFCD08543458 |
| Molecular Formula | C17H17NO4 |
| Molecular Weight | 299.326 |
| Units | Price (USD) | Availability |
|---|
PN: 4758-1-40
CAS: 107351-59-7
Molecule Weight: 299.326
Formula: C17H17NO4
![N-[3-(Benzyloxy)-4-formylphenyl]acetamide](data:image/png;base64,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)
PN: 4748-1-14
CAS: 89882-69-9
Molecule Weight: 269.3
Formula: C16H15NO3
![N-[3-(Benzyloxy)-4-(hydroxymethyl)phenyl]acetamide](data:image/png;base64,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)
PN: 4748-1-12
CAS: 107351-60-0
Molecule Weight: 271.316
Formula: C16H17NO3
PN: 4758-1-41
CAS: 4093-28-1
Molecule Weight: 209.201
Formula: C10H11NO4
PN: 4H58-5-1U
CAS: 89481-87-8
Molecule Weight: 281.69
Formula: C13H12ClNO4
PN: 4658-1-63
CAS: 50-86-2
Molecule Weight: 195.174
Formula: C9H9NO4
PN: 4658-5-0A
CAS: 4093-31-6
Molecule Weight: 257.67
Formula: C11H12ClNO4
TSCA: Not listed on TSCA inventory