| Product Number | 4648-5-65 |
| CAS | 10286-76-7 |
| MDL Number | MFCD00018345 |
| Molecular Formula | C13H9Cl2NO |
| Molecular Weight | 266.12 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4648-5-65
CAS: 10286-76-7
Molecule Weight: 266.12
Formula: C13H9Cl2NO
PN: 4648-5-0B
CAS: 888-79-9
Molecule Weight: 246.69
Formula: C13H11ClN2O
PN: 4648-5-88
CAS: 955-97-5
Molecule Weight: 246.69
Formula: C13H11ClN2O
PN: 4648-5-29
CAS: 216985-60-3
Molecule Weight: 403.89
Formula: C13H5Cl6NO
![{2-[(2,4-Dichlorophenyl)carbamoyl]phenyl}acetic acid](data:image/png;base64,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)
PN: 4656-5-X9
CAS: 937604-95-0
Molecule Weight: 324.16
Formula: C15H11Cl2NO3
TSCA: Not listed on TSCA inventory
