![Imidazo[1,2-a]pyrimidine-3-carbaldehyde](data:image/png;base64,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)
| Product Number | 4H15-1-8S |
| Purity | 98 % |
| CAS | 106012-56-0 |
| MDL Number | MFCD09027563 |
| Molecular Formula | C7H5N3O |
| Molecular Weight | 147.137 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory