![2,4-Dihydrochromeno[4,3-c]pyrazole](data:image/png;base64,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)
| Product Number | 4H44-1-10 |
| CAS | 57669-35-9 |
| MDL Number | MFCD05256136 |
| Molecular Formula | C10H8N2O |
| Molecular Weight | 172.187 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 170 ℃
TSCA: Not listed on TSCA inventory