| Product Number | 3H32-3-T0 |
| CAS | 111079-04-0 |
| MDL Number | MFCD00198024 |
| Molecular Formula | C11H9F3N2 |
| Molecular Weight | 226.202 |
| Units | Price (USD) | Availability |
|---|
PN: 3H32-3-T0
CAS: 111079-04-0
Molecule Weight: 226.202
Formula: C11H9F3N2
![4-[5-Methyl-3-(trifluoromethyl)-1H-pyrazol-1-yl]aniline](data:image/png;base64,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)
PN: 3H30-3-8T
CAS: 1006348-64-6
Molecule Weight: 241.217
Formula: C11H10F3N3
PN: 3H32-3-X0
CAS: 140647-19-4
Molecule Weight: 280.173
Formula: C11H6F6N2
PN: 3H32-3-4H
CAS: 99498-65-4
Molecule Weight: 212.175
Formula: C10H7F3N2
PN: 4H30-3-03
CAS: 231953-33-6
Molecule Weight: 227.19
Formula: C10H8F3N3
![4-[5-Cyclopropyl-3-(trifluoromethyl)-1H-pyrazol-1-yl]aniline hydrochloride](data:image/png;base64,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)
PN: 3H33-7-0R
CAS:
Molecule Weight: 303.71
Formula: C13H13ClF3N3
PN: 4H54-3-71
CAS: 123066-63-7
Molecule Weight: 325.17
Formula: C11H5F6N3O2
![4-[3-(Trifluoromethyl)-1H-pyrazol-1-yl]benzaldehyde](data:image/png;base64,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)
PN: 4H15-3-17
CAS: 1172278-17-9
Molecule Weight: 240.185
Formula: C11H7F3N2O
TSCA: Not listed on TSCA inventory