![Pyrazolo[1,5-a]pyrimidine-2-carboxylic acid](data:image/png;base64,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)
| Product Number | 4H21-1-GS |
| Purity | 95 % |
| CAS | 378211-85-9 |
| MDL Number | MFCD00297221 |
| Molecular Formula | C7H5N3O2 |
| Molecular Weight | 163.136 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory