![(S)-6-Methyl-5,6-dihydro-4H-thieno[2,3-b]thiopyran-4-one](data:image/png;base64,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)
| Product Number | 6H66-1-S0 |
| CAS | 147086-79-1 |
| MDL Number | MFCD09027305 |
| Molecular Formula | C8H8OS2 |
| Molecular Weight | 184.27 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 43-45 ℃
Density: 1.3
Flash Point: 140 ℃
TSCA: Not listed on TSCA inventory