![2-[(6-Chloro-4-oxo-3,4-dihydro-2H-1-benzothiopyran-3-yl)thio]pyridinium-1-olate](data:image/png;base64,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)
| Product Number | 8H66-5-0P |
| CAS | 253122-75-7 |
| MDL Number | MFCD01567037 |
| Molecular Formula | C14H10ClNO2S2 |
| Molecular Weight | 323.81 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory