![Methyl 3-[5-(1,3-oxazol-5-yl)-2-furyl]thiophene-2-carboxylate](data:image/png;base64,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)
| Product Number | 8H66-1-9X |
| Purity | 95 % |
| CAS | |
| MDL Number | MFCD30481182 |
| Molecular Formula | C13H9NO4S |
| Molecular Weight | 275.28 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory