![3,4-Dimethylthieno[2,3-b]thiophene-2-carboxaldehyde](data:image/png;base64,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)
| Product Number | 6H15-1-14 |
| Synonyms | 3,4-Dimethyl-2-formylthieno[2,3-b]thiophene |
| Purity | 97 % |
| CAS | 159709-36-1 |
| MDL Number | MFCD00052282 |
| Molecular Formula | C9H8OS2 |
| Molecular Weight | 196.28 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 147-149 ℃
TSCA: Not listed on TSCA inventory