| Product Number | 3H32-7-5U |
| CAS | 1353979-32-4 |
| MDL Number | MFCD21098895 |
| Molecular Formula | C14H10ClFN2 |
| Molecular Weight | 260.7 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H32-7-5U
CAS: 1353979-32-4
Molecule Weight: 260.7
Formula: C14H10ClFN2
PN: 3H32-7-3U
CAS: 84946-20-3
Molecule Weight: 260.7
Formula: C14H10ClFN2
![2-Chloro-1-{[4-(trifluoromethyl)phenyl]methyl}-1H-1,3-benzodiazole](data:image/png;base64,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)
PN: 3H44-7-01
CAS: 388574-65-0
Molecule Weight: 310.7
Formula: C15H10ClF3N2
TSCA: Not listed on TSCA inventory