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)
| Product Number | 3H37-3-1H |
| CAS | 1006348-71-5 |
| MDL Number | MFCD04969709 |
| Molecular Formula | C6H4F3N3 |
| Molecular Weight | 175.114 |
| Units | Price (USD) | Availability |
|---|
PN: 3H37-3-1H
CAS: 1006348-71-5
Molecule Weight: 175.114
Formula: C6H4F3N3
PN: 3H32-3-B7
CAS: 362640-54-8
Molecule Weight: 164.131
Formula: C6H7F3N2
![[4-Chloro-3-(trifluoromethyl)-1H-pyrazol-1-yl]acetonitrile](data:image/png;base64,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)
PN: 3H37-7-0J
CAS: 1006471-49-3
Molecule Weight: 209.56
Formula: C6H3ClF3N3
PN: 3H32-3-3C
CAS: 208943-57-1
Molecule Weight: 174.126
Formula: C7H5F3N2
PN: 3H32-3-B8
CAS: 915377-59-2
Molecule Weight: 178.158
Formula: C7H9F3N2
![2-[3-(Trifluoromethyl)-1H-pyrazol-1-yl]ethanamine](data:image/png;base64,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)
PN: 3H30-3-8P
CAS: 1006436-51-6
Molecule Weight: 179.146
Formula: C6H8F3N3
PN: 3H32-3-B6
CAS: 1033132-02-3
Molecule Weight: 178.158
Formula: C7H9F3N2
PN: 3H32-3-B5
CAS: 128694-64-4
Molecule Weight: 178.158
Formula: C7H9F3N2
TSCA: Not listed on TSCA inventory