![Ethyl 7-methyl-2-(thien-2-yl)pyrazolo[1,5-a]-pyrimidine-6-carboxylate](data:image/png;base64,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)
| Product Number | 8H23-1-10 |
| CAS | 162286-69-3 |
| MDL Number | MFCD00067907 |
| Molecular Formula | C14H13N3O2S |
| Molecular Weight | 287.34 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory