![1-[2,6-Dichloro-4-(trifluoromethyl)phenyl]-2,5-dimethyl-1H-pyrrole-3-carboxaldehyde](data:image/png;base64,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)
| Product Number | 4H15-7-14 |
| CAS | 144890-91-5 |
| MDL Number | MFCD00278517 |
| Molecular Formula | C14H10Cl2F3NO |
| Molecular Weight | 336.14 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory