![4-Chloro-2-(3,4-dimethoxyphenyl)pyrazolo[1,5-a]pyrazine-3-carbaldehyde](data:image/png;base64,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)
| Product Number | 4H56-5-6W |
| CAS | 1544841-79-3 |
| MDL Number | MFCD22549263 |
| Molecular Formula | C15H12ClN3O3 |
| Molecular Weight | 317.73 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory