![4-Oxo-2-phenyl-4,5-dihydropyrazolo[1,5-a]pyrazine-3-carbaldehyde](data:image/png;base64,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)
| Product Number | 4H48-1-GF |
| CAS | 1610377-19-9 |
| MDL Number | MFCD27974709 |
| Molecular Formula | C13H9N3O2 |
| Molecular Weight | 239.234 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory