![5H-Imidazo[1,2-b]pyrazole-2-carboxylic acid](data:image/png;base64,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)
| Product Number | 4H21-1-Z7 |
| Synonyms | 2-Carboxy-5H-imidazo[1,2-b]pyrazole |
| Purity | 95 % |
| CAS | 914637-58-4 |
| MDL Number | MFCD08056315 |
| Molecular Formula | C6H5N3O2 |
| Molecular Weight | 151.125 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory