![Ethyl 8-methyl-8H-thieno[2,3-b]indole-2-carboxylate](data:image/png;base64,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)
| Product Number | 8H23-1-43 |
| CAS | |
| MDL Number | MFCD31380607 |
| Molecular Formula | C14H13NO2S |
| Molecular Weight | 259.32 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory