![Methyl {[2-(4,6-dimethoxypyrimidine-2-yl)-1-benzothien-3-yl]oxy}acetate](data:image/png;base64,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)
| Product Number | 8H23-1-14 |
| CAS | 849924-94-3 |
| MDL Number | MFCD01765538 |
| Molecular Formula | C17H16N2O5S |
| Molecular Weight | 360.38 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 110-111 ℃
TSCA: Not listed on TSCA inventory