| Product Number | 4648-5-0J |
| Purity | 95 % |
| CAS | 339015-92-8 |
| MDL Number | MFCD00793413 |
| Molecular Formula | C13H16ClNO2 |
| Molecular Weight | 253.73 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4648-5-0J
CAS: 339015-92-8
Molecule Weight: 253.73
Formula: C13H16ClNO2
PN: 4648-5-56
CAS: 51256-02-1
Molecule Weight: 225.67
Formula: C11H12ClNO2
![3-Chloro-N-[4-(cyanomethyl)phenyl]-2,2-dimethylpropanamide](data:image/png;base64,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)
PN: 4648-5-0W
CAS: 454473-74-6
Molecule Weight: 250.73
Formula: C13H15ClN2O
PN: 4648-5-0Z
CAS: 478261-84-6
Molecule Weight: 236.7
Formula: C12H13ClN2O
PN: 4648-5-0K
CAS: 453557-74-9
Molecule Weight: 253.73
Formula: C13H16ClNO2
PN: 4648-5-37
CAS: 38283-38-4
Molecule Weight: 211.65
Formula: C10H10ClNO2
PN: 4H17-1-6H
CAS: 339015-93-9
Molecule Weight: 217.268
Formula: C13H15NO2
TSCA: Not listed on TSCA inventory
