| Product Number | 4H48-5-8N |
| CAS | 680217-43-0 |
| MDL Number | MFCD00278152 |
| Molecular Formula | C13H10Cl2N2O |
| Molecular Weight | 281.14 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H48-5-8N
CAS: 680217-43-0
Molecule Weight: 281.14
Formula: C13H10Cl2N2O
PN: 4H48-5-8M
CAS: 680217-41-8
Molecule Weight: 246.69
Formula: C13H11ClN2O
PN: 4H48-5-4C
CAS: 287174-84-9
Molecule Weight: 267.11
Formula: C12H8Cl2N2O
PN: 4H48-5-8L
CAS: 680217-40-7
Molecule Weight: 267.11
Formula: C12H8Cl2N2O
![N4-[3-(Trifluoromethyl)phenyl]-2-chloroisonicotinamide](data:image/png;base64,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)
PN: 4H48-7-0D
CAS: 680217-42-9
Molecule Weight: 300.67
Formula: C13H8ClF3N2O
PN: 4H48-5-9A
CAS: 680217-96-3
Molecule Weight: 233.66
Formula: C11H8ClN3O
TSCA: Not listed on TSCA inventory