![2,5-Dimethyl-1-[4-(trifluoromethyl)phenyl]-1H-pyrrole](data:image/png;base64,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)
| Product Number | 3H31-3-X5 |
| CAS | 570-05-8 |
| MDL Number | MFCD00085042 |
| Molecular Formula | C13H12F3N |
| Molecular Weight | 239.241 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 70-72 ℃
TSCA: Not listed on TSCA inventory