| Product Number | 4H58-1-203 |
| CAS | 52034-38-5 |
| MDL Number | MFCD00022463 |
| Molecular Formula | C14H13NO3 |
| Molecular Weight | 243.262 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H58-1-203
CAS: 52034-38-5
Molecule Weight: 243.262
Formula: C14H13NO3
PN: 4H23-1-BJ
CAS: 52034-37-4
Molecule Weight: 271.316
Formula: C16H17NO3
![2,5-Dimethyl-1-[4-(trifluoromethyl)phenyl]-1H-pyrrole-3-carboxaldehyde](data:image/png;base64,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)
PN: 4H15-3-60
CAS: 1177094-80-2
Molecule Weight: 267.251
Formula: C14H12F3NO
PN: 4H58-1-131
CAS: 3807-56-5
Molecule Weight: 215.252
Formula: C13H13NO2
![2,5-Dimethyl-1-[3-(trifluoromethyl)phenyl]-1H-pyrrole-3-carboxaldehyde](data:image/png;base64,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)
PN: 4H15-3-58
CAS: 207233-99-6
Molecule Weight: 267.251
Formula: C14H12F3NO
PN: 4H21-1-N2
CAS: 15898-26-7
Molecule Weight: 215.252
Formula: C13H13NO2
![1-[2,6-Dichloro-4-(trifluoromethyl)phenyl]-2,5-dimethyl-1H-pyrrole-3-carboxaldehyde](data:image/png;base64,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)
PN: 4H15-7-14
CAS: 144890-91-5
Molecule Weight: 336.14
Formula: C14H10Cl2F3NO
PN: 4H23-1-L5
CAS: 5159-70-6
Molecule Weight: 243.306
Formula: C15H17NO2
TSCA: Not listed on TSCA inventory