![(1Z)-N'-Hydroxy-2-[5-methyl-3-(trifluoromethyl)-1H-pyrazol-1-yl]ethanimidamide](data:image/png;base64,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)
| Product Number | 4H47-3-0H |
| CAS | 1006354-87-5 |
| MDL Number | MFCD08557063 |
| Molecular Formula | C7H9F3N4O |
| Molecular Weight | 222.171 |
| Units | Price (USD) | Availability |
|---|
PN: 4H47-3-0H
CAS: 1006354-87-5
Molecule Weight: 222.171
Formula: C7H9F3N4O
![2-[5-Methyl-3-(trifluoromethyl)-1H-pyrazol-1-yl]ethanamine](data:image/png;base64,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)
PN: 3H30-3-A5
CAS: 925154-89-8
Molecule Weight: 193.173
Formula: C7H10F3N3
PN: 3H32-3-B5
CAS: 128694-64-4
Molecule Weight: 178.158
Formula: C7H9F3N2
![1-[5-Methyl-3-(trifluoromethyl)-1H-pyrazol-1-yl]propan-2-amine hydrochloride](data:image/png;base64,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)
PN: 3H33-7-0J
CAS:
Molecule Weight: 243.66
Formula: C8H13ClF3N3
TSCA: Not listed on TSCA inventory