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)
| Product Number | 6H15-1-X7 |
| Synonyms | 2-Formylthieno[3,2-b]thiophene |
| CAS | 31486-86-9 |
| MDL Number | MFCD01859924 |
| Molecular Formula | C7H4OS2 |
| Molecular Weight | 168.23 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 53-54 ℃
TSCA: Not listed on TSCA inventory
HTN: 2934.99.9000