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)
| Product Number | 4H56-5-CU |
| Purity | 95 % |
| CAS | 294874-71-8 |
| MDL Number | MFCD00763947 |
| Molecular Formula | C10H4Cl2N2O |
| Molecular Weight | 239.06 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 147-149 ℃
TSCA: Not listed on TSCA inventory