![5,7-Dimethylimidazo[1,2-a]pyrimidine-2-carboxylic acid](data:image/png;base64,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)
| Product Number | 4H21-1-4J |
| CAS | 111984-01-1 |
| MDL Number | MFCD03147592 |
| 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