| Product Number | 4H39-7-23 |
| CAS | 287979-15-1 |
| MDL Number | MFCD01312948 |
| Molecular Formula | C14H8Cl2F3N3O2 |
| Molecular Weight | 378.13 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H39-7-23
CAS: 287979-15-1
Molecule Weight: 378.13
Formula: C14H8Cl2F3N3O2
![N'3-{[6-Chloro-4-(trifluoromethyl)-3-pyridyl]carbonyl}-6-chloro-4-(trifluoromethyl)pyridine-3-carbohydrazide](data:image/png;base64,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)
PN: 4H39-7-20
CAS: 680214-02-2
Molecule Weight: 447.12
Formula: C14H6Cl2F6N4O2
![2-Chloro-N'-[(6-chloropyridin-3-yl)carbonyl]benzohydrazide](data:image/png;base64,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)
PN: 4H48-5-7W
CAS: 263563-38-8
Molecule Weight: 310.13
Formula: C13H9Cl2N3O2
![N'-[(6-Chloropyridin-3-yl)carbonyl]-4-(trifluoromethyl)benzohydrazide](data:image/png;base64,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)
PN: 4H39-7-33
CAS: 263563-39-9
Molecule Weight: 343.69
Formula: C14H9ClF3N3O2
TSCA: Not listed on TSCA inventory