![2-(2-{2,4,6-Trifluoro-3,5-bis[2-(thiophen-2-yl)ethynyl]phenyl}ethynyl)thiophene](data:image/png;base64,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)
| Product Number | 5H66-3-01 |
| CAS | 1435806-38-4 |
| MDL Number | MFCD25460314 |
| Molecular Formula | C24H9F3S3 |
| Molecular Weight | 450.51 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory