| Product Number | 4648-5-83 |
| Purity | 95 % |
| CAS | 212392-34-2 |
| MDL Number | MFCD00439054 |
| Molecular Formula | C13H17Cl2NO |
| Molecular Weight | 274.19 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4648-5-83
CAS: 212392-34-2
Molecule Weight: 274.19
Formula: C13H17Cl2NO
PN: 4656-5-2J
CAS: 20656-08-0
Molecule Weight: 234.08
Formula: C9H9Cl2NO2
PN: 4648-5-69
CAS: 79606-45-4
Molecule Weight: 239.74
Formula: C13H18ClNO
PN: 4648-D-06
CAS: 349136-98-7
Molecule Weight: 296.97
Formula: C9H8BrCl2NO
![[(2,4-Dichlorobenzoyl)amino]acetic acid](data:image/png;base64,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)
PN: 4658-5-09
CAS: 7554-79-2
Molecule Weight: 248.06
Formula: C9H7Cl2NO3
PN: 4648-5-2A
CAS: 14062-80-7
Molecule Weight: 183.64
Formula: C9H10ClNO
TSCA: Not listed on TSCA inventory
