![2-(1,3-Benzodioxol-5-yl)pyrazolo[1,5-a]pyrazin-4(5H)-one](data:image/png;base64,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)
| Product Number | 4H48-1-FR |
| CAS | 1255777-72-0 |
| MDL Number | MFCD17780274 |
| Molecular Formula | C13H9N3O3 |
| Molecular Weight | 255.233 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory