![5,7-Dimethylpyrazolo[1,5-a]pyrimidine-2-carboxylic acid](data:image/png;base64,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)
| Product Number | 4H21-1-X2 |
| Synonyms | 2-Carboxy-5,7-dimethylpyrazolo[1,5-a]pyrimidine |
| Purity | 95.0 % |
| CAS | 300691-07-0 |
| MDL Number | MFCD00461394 |
| Molecular Formula | C9H9N3O2 |
| Molecular Weight | 191.19 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory
HTN: 2933.59.9500