![1-[5-Cyclopropyl-3-(trifluoromethyl)-1H-pyrazol-1-yl]propan-2-amine](data:image/png;base64,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)
| Product Number | 3H30-3-8N |
| CAS | 1006456-87-6 |
| MDL Number | MFCD04970170 |
| Molecular Formula | C10H14F3N3 |
| Molecular Weight | 233.238 |
| Units | Price (USD) | Availability |
|---|
PN: 3H30-3-8N
CAS: 1006456-87-6
Molecule Weight: 233.238
Formula: C10H14F3N3
![2-[5-Cyclopropyl-3-(trifluoromethyl)-1H-pyrazol-1-yl]ethanamine](data:image/png;base64,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)
PN: 3H30-3-8J
CAS: 1006479-50-0
Molecule Weight: 219.211
Formula: C9H12F3N3
![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]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-[5-Cyclopropyl-3-(trifluoromethyl)-1H-pyrazol-1-yl]butanenitrile](data:image/png;base64,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)
PN: 3H37-3-1Q
CAS: 1006333-95-4
Molecule Weight: 243.233
Formula: C11H12F3N3
![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]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
![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