![3-[5-Cyclopropyl-3-(trifluoromethyl)-1H-pyrazol-1-yl]propanehydrazide](data:image/png;base64,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)
| Product Number | 4H56-3-HY |
| CAS | 1001518-97-3 |
| MDL Number | MFCD03419754 |
| Molecular Formula | C10H13F3N4O |
| Molecular Weight | 262.236 |
| Units | Price (USD) | Availability |
|---|
PN: 4H56-3-HY
CAS: 1001518-97-3
Molecule Weight: 262.236
Formula: C10H13F3N4O
![3-[4-Chloro-5-cyclopropyl-3-(trifluoromethyl)-1H-pyrazol-1-yl]propanehydrazide](data:image/png;base64,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)
PN: 4H56-7-7D
CAS: 1001518-98-4
Molecule Weight: 296.68
Formula: C10H12ClF3N4O
![3-[5-Methyl-3-(trifluoromethyl)-1H-pyrazol-1-yl]propanehydrazide](data:image/png;base64,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)
PN: 4H56-3-J1
CAS: 1001518-86-0
Molecule Weight: 236.198
Formula: C8H11F3N4O
![3-[5-Cyclopropyl-3-(trifluoromethyl)-1H-pyrazol-1-yl]butan-1-amine](data:image/png;base64,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)
PN: 3H30-3-8Q
CAS: 1006353-19-0
Molecule Weight: 247.265
Formula: C11H16F3N3
![3-[4-Chloro-5-cyclopropyl-3-(trifluoromethyl)-1H-pyrazol-1-yl]propan-1-amine](data:image/png;base64,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)
PN: 3H30-7-1Z
CAS: 1006454-49-4
Molecule Weight: 267.68
Formula: C10H13ClF3N3
![3-[5-Cyclopropyl-3-(trifluoromethyl)-1H-pyrazol-1-yl]propanenitrile](data:image/png;base64,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)
PN: 3H37-3-1P
CAS: 1006334-01-5
Molecule Weight: 229.206
Formula: C10H10F3N3
![3-[5-Cyclopropyl-3-(trifluoromethyl)-1H-pyrazol-1-yl]-2-methylpropanenitrile](data:image/png;base64,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)
PN: 3H37-3-1E
CAS: 1006356-58-6
Molecule Weight: 243.233
Formula: C11H12F3N3
![3-[4-Chloro-5-cyclopropyl-3-(trifluoromethyl)-1H-pyrazol-1-yl]propanoic acid](data:image/png;base64,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)
PN: 4H21-7-1S
CAS: 1001518-95-1
Molecule Weight: 282.65
Formula: C10H10ClF3N2O2
TSCA: Not listed on TSCA inventory