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)
| Product Number | 4H01-3-11 |
| CAS | 77458-38-9 |
| MDL Number | MFCD03791208 |
| Molecular Formula | C10H7F3N2O |
| Molecular Weight | 228.174 |
| Units | Price (USD) | Availability |
|---|
PN: 4H01-3-11
CAS: 77458-38-9
Molecule Weight: 228.174
Formula: C10H7F3N2O
![3-Methyl-1-[3-(trifluoromethyl)phenyl]-1H-pyrazol-5-amine](data:image/png;base64,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)
PN: 3H30-3-3W
CAS: 345-07-3
Molecule Weight: 241.217
Formula: C11H10F3N3
PN: 4H01-1-0G
CAS: 864068-80-4
Molecule Weight: 174.203
Formula: C10H10N2O
Melting Point: 99-101 ℃
TSCA: Not listed on TSCA inventory
