![8-Chloro-4H-thieno[3,2-c]thiochromene-2-carboxylic acid](data:image/png;base64,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)
| Product Number | 6H21-5-00 |
| CAS | 255395-56-3 |
| MDL Number | MFCD00107150 |
| Molecular Formula | C12H7ClO2S2 |
| Molecular Weight | 282.76 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory