![Diethyl 3,4-dimethylthieno[2,3-b]thiophene-2,5-dicarboxylate](data:image/png;base64,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)
| Product Number | 6H23-1-0B |
| Purity | 97 % |
| CAS | 152487-69-9 |
| MDL Number | MFCD00067988 |
| Molecular Formula | C14H16O4S2 |
| Molecular Weight | 312.4 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory