| Product Number | 4H15-7-01 |
| Purity | 97 % |
| CAS | 128455-62-9 |
| MDL Number | MFCD00068130 |
| Molecular Formula | C6H4ClF3N2O |
| Molecular Weight | 212.56 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H15-7-01
CAS: 128455-62-9
Molecule Weight: 212.56
Formula: C6H4ClF3N2O
PN: 4H15-7-05
CAS: 660845-30-7
Molecule Weight: 194.57
Formula: C6H5ClF2N2O
PN: 4H16-7-0A
CAS: 128564-57-8
Molecule Weight: 247
Formula: C6H3Cl2F3N2O
![1-[5-Chloro-1-methyl-3-(trifluoromethyl)-1H-pyrazol-4-yl]ethan-1-one](data:image/png;base64,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)
PN: 4H17-7-02
CAS: 863305-84-4
Molecule Weight: 226.58
Formula: C7H6ClF3N2O
PN: 4H21-7-09
CAS: 128455-63-0
Molecule Weight: 228.56
Formula: C6H4ClF3N2O2
PN: 3H32-7-BB
CAS: 1152623-73-8
Molecule Weight: 233.02
Formula: C6H5Cl2F3N2
PN: 4H21-7-46
CAS: 1202993-11-0
Molecule Weight: 210.56
Formula: C6H5ClF2N2O2
PN: 3H32-7-67
CAS: 1408279-54-8
Molecule Weight: 216.56
Formula: C6H5ClF4N2
Melting Point: 41-42 ℃
TSCA: Not listed on TSCA inventory