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)
| Product Number | 4656-5-X9 |
| Synonyms | 2-(Carboxymethyl)-N-(2,4-dichlorophenyl)benzamide; 2-(Carboxymethyl)-2',4'-dichlorobenzanilide |
| CAS | 937604-95-0 |
| MDL Number | MFCD01567682 |
| Molecular Formula | C15H11Cl2NO3 |
| Molecular Weight | 324.16 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4656-5-X9
CAS: 937604-95-0
Molecule Weight: 324.16
Formula: C15H11Cl2NO3
![2-{2-[N-(3-Chlorophenyl)carbamoyl]phenyl}acetic acid](data:image/png;base64,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)
PN: 4648-5-19
CAS: 38370-63-7
Molecule Weight: 289.72
Formula: C15H12ClNO3
![2-{2-[(2,4-Difluoroanilino)carbonyl]phenyl}acetic acid](data:image/png;base64,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)
PN: 4658-3-48
CAS: 811841-63-1
Molecule Weight: 291.254
Formula: C15H11F2NO3
![2-{2-[N-(3-Nitrophenyl)carbamoyl]phenyl}acetic acid](data:image/png;base64,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)
PN: 4754-1-44
CAS: 126069-80-5
Molecule Weight: 300.27
Formula: C15H12N2O5
PN: 4648-5-65
CAS: 10286-76-7
Molecule Weight: 266.12
Formula: C13H9Cl2NO
TSCA: Not listed on TSCA inventory