| Product Number | 3H32-7-C0 |
| Purity | 95 % |
| CAS | 1222556-79-7 |
| MDL Number | MFCD21647876 |
| Molecular Formula | C6H6ClF3N2 |
| Molecular Weight | 198.57 |
| Units | Price (USD) | Availability |
|---|
PN: 3H32-7-C0
CAS: 1222556-79-7
Molecule Weight: 198.57
Formula: C6H6ClF3N2
PN: 4H16-7-0J
CAS: 126674-98-4
Molecule Weight: 212.56
Formula: C6H4ClF3N2O
PN: 3H37-3-09
CAS: 1049772-79-3
Molecule Weight: 175.114
Formula: C6H4F3N3
PN: 4H15-3-0Z
CAS: 128225-66-1
Molecule Weight: 178.114
Formula: C6H5F3N2O
PN: 4H01-3-1V
CAS: 540468-96-0
Molecule Weight: 180.13
Formula: C6H7F3N2O
PN: 3H32-7-BB
CAS: 1152623-73-8
Molecule Weight: 233.02
Formula: C6H5Cl2F3N2
PN: 3H32-3-U9
CAS: 154471-65-5
Molecule Weight: 150.104
Formula: C5H5F3N2
![1-[1-Methyl-3-(trifluoromethyl)-1H-pyrazol-4-yl]ethan-1-amine](data:image/png;base64,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)
PN: 3H30-3-40
CAS: 1408279-85-5
Molecule Weight: 193.173
Formula: C7H10F3N3
TSCA: Not listed on TSCA inventory