![2,5-Dibromothieno[3,2-b]thiophene](data:image/png;base64,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)
| Product Number | 5H66-9-X4 |
| Purity | 98 % |
| CAS | 25121-87-3 |
| MDL Number | MFCD03931293 |
| Molecular Formula | C6H2Br2S2 |
| Molecular Weight | 298.01 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 128-129 ℃
TSCA: Not listed on TSCA inventory