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)
| Product Number | 4H48-1-LB |
| CAS | 1353878-06-4 |
| MDL Number | MFCD20444446 |
| Molecular Formula | C9H6N2O2 |
| Molecular Weight | 174.159 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 186-188 ℃
TSCA: Not listed on TSCA inventory