| Product Number | 4H15-1-72 |
| Purity | 97 % |
| CAS | 26033-20-5 |
| MDL Number | MFCD00216971 |
| Molecular Formula | C10H8N2O |
| Molecular Weight | 172.187 |
| Units | Price (USD) | Availability |
|---|
PN: 4H15-1-72
CAS: 26033-20-5
Molecule Weight: 172.187
Formula: C10H8N2O
PN: 4H15-1-T5
CAS: 350988-62-4
Molecule Weight: 186.214
Formula: C11H10N2O
PN: 4H15-3-X3
CAS: 306936-57-2
Molecule Weight: 190.177
Formula: C10H7FN2O
PN: 4H21-1-BF
CAS: 5504-65-4
Molecule Weight: 188.186
Formula: C10H8N2O2
![3-[4-(Trifluoromethyl)phenyl]-1H-pyrazole-4-carboxaldehyde](data:image/png;base64,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)
PN: 4H15-3-X0
CAS: 306936-65-2
Molecule Weight: 240.185
Formula: C11H7F3N2O
PN: 4H15-1-43
CAS: 199682-73-0
Molecule Weight: 202.213
Formula: C11H10N2O2
PN: 4H15-1-94
CAS: 879996-60-8
Molecule Weight: 188.186
Formula: C10H8N2O2
PN: 4H15-3-57
CAS: 161398-15-8
Molecule Weight: 190.177
Formula: C10H7FN2O
TSCA: Not listed on TSCA inventory