![5-Chloro-1-ethyl-6-phenyl-1H-pyrazolo[3,4-b]pyrazine](data:image/png;base64,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)
| Product Number | 3H32-5-8J |
| CAS | 680211-23-8 |
| MDL Number | MFCD00830394 |
| Molecular Formula | C13H11ClN4 |
| Molecular Weight | 258.71 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory