![2-(4-Fluoro-phenyl)-6,7-dihydro-4H-pyrazolo[1,5-a]pyrazine-5-carboxylic acid tert-butyl ester](data:image/png;base64,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)
| Product Number | 4H56-3-KB |
| CAS | 1773507-35-9 |
| MDL Number | MFCD31649217 |
| Molecular Formula | C17H20FN3O2 |
| Molecular Weight | 317.364 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory