![2-[(3-Chloro-4-Fluorophenyl)amino]-N-(4-methylphenyl)acetamide](data:image/png;base64,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)
| Product Number | 4748-7-04 |
| CAS | 457925-58-5 |
| MDL Number | MFCD03847004 |
| Molecular Formula | C15H14ClFN2O |
| Molecular Weight | 292.74 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4748-7-04
CAS: 457925-58-5
Molecule Weight: 292.74
Formula: C15H14ClFN2O
PN: 4647-7-16
CAS: 1215738-09-2
Molecule Weight: 239.07
Formula: C8H9Cl2FN2O
![N-(2,4-Dimethylphenyl)-2-[(4-fluorophenyl)amino]acetamide](data:image/png;base64,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)
PN: 4748-3-18
CAS: 457925-86-9
Molecule Weight: 272.323
Formula: C16H17FN2O
PN: 4658-3-Z7
CAS: 2370-44-7
Molecule Weight: 217.63
Formula: C8H9ClFN3O
PN: 4648-7-X4
CAS: 877-90-7
Molecule Weight: 187.6
Formula: C8H7ClFNO
TSCA: Not listed on TSCA inventory