![Ethyl 6-aminopyrazolo[1,5-a]pyrimidine-3-carboxylate](data:image/png;base64,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)
| Product Number | 4H30-1-38 |
| Synonyms | 6-Amino-3-(ethoxycarbonyl)pyrazolo[1,5-a]pyrimidine |
| CAS | 1083196-34-2 |
| MDL Number | MFCD11977225 |
| Molecular Formula | C9H10N4O2 |
| Molecular Weight | 206.205 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 154-156 ℃
TSCA: Not listed on TSCA inventory