![1-[4-(Trifluoromethyl)phenyl]-1H-pyrrole-2-carboxaldehyde](data:image/png;base64,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)
| Product Number | 4H15-3-01 |
| Purity | 97 % |
| CAS | 156496-70-7 |
| MDL Number | MFCD01567130 |
| Molecular Formula | C12H8F3NO |
| Molecular Weight | 239.197 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H15-3-01
CAS: 156496-70-7
Molecule Weight: 239.197
Formula: C12H8F3NO
![2,5-Dimethyl-1-[4-(trifluoromethyl)phenyl]-1H-pyrrole](data:image/png;base64,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)
PN: 3H31-3-X5
CAS: 570-05-8
Molecule Weight: 239.241
Formula: C13H12F3N
PN: 4H15-1-0Y
CAS: 30186-38-0
Molecule Weight: 185.226
Formula: C12H11NO
![1-[2,6-Dichloro-4-(trifluoromethyl)phenyl]-1H-pyrrole-2-carboxaldehyde](data:image/png;base64,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)
PN: 4H15-7-15
CAS: 259175-25-2
Molecule Weight: 308.08
Formula: C12H6Cl2F3NO
PN: 4H15-1-B6
CAS: 86454-36-6
Molecule Weight: 199.253
Formula: C13H13NO
PN: 4H37-1-7R
CAS: 169036-66-2
Molecule Weight: 196.209
Formula: C12H8N2O
PN: 4H17-1-6J
CAS: 439094-81-2
Molecule Weight: 213.236
Formula: C13H11NO2
![1-[4-(Trifluoromethyl)phenyl]pyrrole](data:image/png;base64,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)
PN: 3H32-3-48
CAS: 92636-38-9
Molecule Weight: 211.187
Formula: C11H8F3N
Melting Point: 88-90 ℃
TSCA: Not listed on TSCA inventory