![4-{[5-(4-Fluorophenyl)-4-oxothieno[2,3-d]pyrimidin-3-yl]methyl}benzoic 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)
| Product Number | 8H29-3-03 |
| CAS | 685543-56-0 |
| MDL Number | MFCD03622375 |
| Molecular Formula | C20H13FN2O3S |
| Molecular Weight | 380.39 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory