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6-bromopyrazolo[1,5-a]pyrimidine-3-carboxylate](data:image/png;base64,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)
| Product Number | 4H23-9-45 |
| Synonyms | 6-Bromo-3-(ethoxycarbonyl)pyrazolo[1,5-a]pyrimidine |
| CAS | 1027511-41-6 |
| MDL Number | MFCD10574908 |
| Molecular Formula | C9H8BrN3O2 |
| Molecular Weight | 270.086 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory