![1H,4H,5H,6H-Cyclopenta[c]pyrazole-3-carboxamide](data:image/png;base64,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)
| Product Number | 4H48-1-09U |
| CAS | 851776-30-2 |
| MDL Number | MFCD11506254 |
| Molecular Formula | C7H9N3O |
| Molecular Weight | 151.169 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 215-217 ℃
TSCA: Not listed on TSCA inventory