![Methyl imidazo[1,2-a]pyrimidine-6-carboxylate](data:image/png;base64,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)
| Product Number | 4H23-1-7D |
| Synonyms | 6-(Methoxycarbonyl)imidazo[1,2-a]pyrimidine |
| CAS | 1083196-24-0 |
| MDL Number | MFCD11977222 |
| Molecular Formula | C8H7N3O2 |
| Molecular Weight | 177.163 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory