![(4R,6S)-6-Methyl-7,7-dioxo-5,6-dihydro-4H-thieno[2,3-b]thiopyran-4-ol](data:image/png;base64,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)
| Product Number | 6H66-1-70 |
| CAS | 147128-77-6 |
| MDL Number | MFCD11035925 |
| Molecular Formula | C8H10O3S2 |
| Molecular Weight | 218.29 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory