![2,6-Dimethylimidazo[1,2-a]pyrimidine-3-carboxylic acid](data:image/png;base64,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)
| Product Number | 4H21-1-CQ |
| CAS | 1335052-44-2 |
| MDL Number | MFCD20661163 |
| 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