![Methyl 2-({2-[4-(3-methyl-1-benzothiophen-2-yl)-1,3-thiazol-2-yl]ethyl}thio)acetate](data:image/png;base64,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)
| Product Number | 8H66-1-3G |
| CAS | 680215-78-5 |
| MDL Number | MFCD01765040 |
| Molecular Formula | C17H17NO2S3 |
| Molecular Weight | 363.51 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory